TikZ to SVG

👤 canhnguyenduc03 30/11/2025 06:42

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Code TikZ:

            \begin{tikzpicture}[>=stealth, scale=1.2, line cap=round]

    % 1. Vẽ lưới ô vuông (Grid)
    % Grid nét đứt màu xám nhạt
    \draw[help lines, dashed, gray!60, step=1] (-4,-2) grid (3, 5);

    % 2. Vẽ hệ trục tọa độ Oxy
    % Trục hoành x
    \draw[->, thick] (-4,0) -- (3,0) node[below] {$x$};
    % Trục tung y
    \draw[->, thick] (0,-2) -- (0,5) node[right] {$y$};
    % Gốc tọa độ O
    \node[below right] at (0,0) {$O$};
    % Ký hiệu góc vuông tại O
    \draw (0,0) rectangle (0.2,0.2);

    % 3. Vẽ đồ thị hàm số
    % Phần 1: Đường thẳng đi qua (-3, 2) và (-1, 4)
    % Phương trình đường thẳng này là y = x + 5 (nhưng ta chỉ cần vẽ nối điểm)
    \draw[thick] (-3,2) -- (-1,4);

    % Phần 2: Parabol từ x = -1 đến x = 2
    % Đỉnh tại (1,0), đi qua (0,1) => y = (x-1)^2
    \draw[thick, domain=-1:2, samples=100, smooth] plot (\x, {(\x-1)^2});

    % 4. Vẽ các đường dóng (nét đứt) và nhãn toạ độ

    % Điểm (-3, 2)
    \draw[dashed] (-3,0) node[below]{$-3$} -- (-3,2) -- (0,2) node[below right]{$2$};
    \fill (-3,2) circle (1.5pt); % Chấm trên đồ thị
    \fill (-3,0) circle (1.5pt); % Chấm trên trục x
    \fill (0,2) circle (1.5pt);  % Chấm trên trục y

    % Điểm (-1, 4)
    \draw[dashed] (-1,0) node[below]{$-1$} -- (-1,4) -- (0,4) node[below right]{$4$};
    \fill (-1,4) circle (1.5pt);
    \fill (-1,0) circle (1.5pt);
    \fill (0,4) circle (1.5pt);

    % Điểm (2, 1) - Điểm cuối bên phải
    \draw[dashed] (2,0) node[below]{$2$} -- (2,1) -- (0,1);
    \fill (2,1) circle (1.5pt);
    \fill (2,0) circle (1.5pt);
    \fill (0,1) circle (1.5pt); 

    % Đỉnh parabol (1,0)
    % Đánh số 1 tại đây
    \fill (1,0) circle (1.5pt) node[below] {$1$};

\end{tikzpicture}
        

👤 nguyenhoangthong195 28/11/2025 21:10

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Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $-2$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,-,d,-,}

% dòng biến thiên y
\tkzTabVar{+/$+\infty$, -D+/$-\infty$/$+\infty$, -/$-\infty$}
\end{tikzpicture}
        

👤 nguyenhoangthong195 28/11/2025 21:04

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Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $-2$, $0$, $2$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,-,d,-,z,+,d,+,}

% dòng biến thiên y
\tkzTabVar{+/$-1$, -D+/$-\infty$/$+\infty$, -/$\dfrac{1}{4}$, +D-/$+\infty$/$-\infty$, +/$-1$}
\end{tikzpicture}
        

👤 nguyentanquang0106 28/11/2025 16:59

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Code TikZ:

            \begin{tikzpicture}[font=\small]
    % 1. ĐỊNH NGHĨA CÁC ĐIỂM
    % Sử dụng bộ số Pitago (6-8-10) để có tam giác vuông đẹp
    % B tại (0,0), C tại (10,0)
    % A sẽ có tọa độ (3.6, 4.8) để tạo góc vuông tại A
    \tkzDefPoint(0,0){B}
    \tkzDefPoint(10,0){C}
    \tkzDefPoint(3.6,4.8){A}

    % 2. VẼ HÌNH
    % Vẽ tam giác nối 3 điểm
    \tkzDrawPolygon(A,B,C)

    % 3. CÁC KÝ HIỆU GÓC
    % Ký hiệu góc vuông tại A
    \tkzMarkRightAngle[size=0.4](B,A,C)

    % Ký hiệu góc alpha tại C (màu xanh)
    \tkzMarkAngle[size=1.0, mark=none, draw=blue](A,C,B)
    \tkzLabelAngle[pos=0.7, blue](A,C,B){\large $\alpha$}

    % 4. GÁN NHÃN ĐỈNH (Màu xanh, đậm)
    \tkzLabelPoint[above, blue](A){\textbf{A}}
    \tkzLabelPoint[left, blue](B){\textbf{B}}
    \tkzLabelPoint[right, blue](C){\textbf{C}}

    % 5. GÁN NHÃN CẠNH (Màu xanh, đậm)
    % Cạnh huyền (dưới BC)
    \tkzLabelSegment[below=0.2cm, blue](B,C){\textbf{Cạnh huyền}}
    
    % Cạnh kề (trên AC)
    \tkzLabelSegment[above right=0.1cm, blue](A,C){\textbf{Cạnh kề}}
    
    % Cạnh đối (trái AB)
    \tkzLabelSegment[above left=0.1cm, blue](A,B){\textbf{Cạnh đối}}

\end{tikzpicture}
        

👤 huongnamvuphuong 28/11/2025 14:25

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Code TikZ:

            \begin{tikzpicture}[scale=1, font=\footnotesize, >=stealth]
	% --- Định nghĩa thông số ---
	\def\gocnghieng{-15} % Góc nghiêng của thanh bập bênh
	\coordinate (H) at (0,0); % Tâm quay
	
	% --- Vẽ trục tọa độ hình học (Nét mảnh) ---
	% Trục dọc C-D
	\draw[thin] (0,-2.5) node[right]{$C$} -- (0,2.5) node[right]{$D$};
	
	% Trục ngang A-B (Nghiêng theo thanh)
	\draw[thin, rotate=\gocnghieng] (-4.5,0) node[below]{$A$} -- (4.5,0) node[below]{$B$};
	
	% --- Vẽ Chiếc Bập Bênh (Nét đậm) ---
	\tikzset{netdam/.style={line width=2pt, line cap=round, line join=round}}
	
	% 1. THANH BẬP BÊNH (Vẽ trong scope xoay)
	\begin{scope}[rotate=\gocnghieng]
		% Thân thanh (Dùng fill white để che trục phía sau nếu cần, nhưng ở đây vẽ đè lên)
		\fill[white] (-3.5,-0.15) rectangle (3.5,0.15);
		\draw[netdam] (-3.5,-0.15) rectangle (3.5,0.15);
		
		% -- Tay cầm bên trái (Giữa) --
		\draw[netdam] (-1.8, 0.15) -- (-1.8, 0.6) arc(180:0:0.15) -- (-1.5, 0.15);
		
		% -- Ghế ngồi bên trái (Đầu mút) --
		% Dạng vòng cung thấp
		\draw[netdam] (-2.8, 0.15) -- (-3.0, 0.5) to[out=30,in=150] (-2.5, 0.5) -- (-2.4, 0.15);
		
		% -- Tay cầm bên phải (Giữa) --
		\draw[netdam] (1.5, 0.15) -- (1.5, 0.6) arc(180:0:0.15) -- (1.8, 0.15);
		
		% -- Ghế ngồi bên phải (Đầu mút) --
		\draw[netdam] (2.4, 0.15) -- (2.5, 0.5) to[out=30,in=150] (3.0, 0.5) -- (2.8, 0.15);
	\end{scope}
	
	% 2. CHÂN ĐẾ (Vẽ đè lên thanh tại tâm H)
	% Xóa phần thanh đi qua tâm để chân đế nổi lên
	\fill[white] (-0.6,-2) rectangle (0.6, 0.6);
	
	% Trục quay tròn tại H
	\draw[netdam] (H) circle (0.15);
	\node at (0.2,-0.25) {$H$};
	
	% Vòm cầu trên của chân đế
	\draw[netdam] (180:0.45) arc (180:0:0.45);
	
	% Thân chân đế
	\draw[netdam] (-0.45, 0) -- (-0.45, -0.8) to[out=270,in=90] (-0.6, -1.2) -- (-0.6, -1.5);
	\draw[netdam] (0.45, 0) -- (0.45, -0.8) to[out=270,in=90] (0.6, -1.2) -- (0.6, -1.5);
	
	% Đáy chân đế (Có khoảng hở ở giữa như hình)
	\draw[netdam] (-0.7, -1.5) -- (0.7, -1.5); % Đường ngang trên của đế
	\draw[netdam] (-0.7, -1.5) -- (-0.7, -1.8) -- (-0.1, -1.8); % Chân trái
	\draw[netdam] (0.7, -1.5) -- (0.7, -1.8) -- (0.1, -1.8);  % Chân phải
	
	% Gán nhãn các điểm đầu mút A, B, C, D bằng foreach (mặc dù đã gán ở draw line, thêm chấm tròn cho chuẩn)
	\foreach \x/\y in {H/-135}
	\fill (\x) circle (1pt);
	
\end{tikzpicture}
        

👤 lanctt82 27/11/2025 21:41

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Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $1$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,+,d,+,}

% dòng biến thiên y
\tkzTabVar{-/$2$, +D-/$+\infty$/$-\infty$, +/$2$}
\end{tikzpicture}
        

👤 huongnamvuphuong 27/11/2025 16:12

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Code TikZ:

            \begin{tikzpicture}[scale=1.1]
% --- Nội dung bên trong tikzpicture ---
\def\maincol{orange!85!red}
\def\trimcol{yellow!60!white}

\coordinate (F1) at (0,0);           % front bottom-left
\coordinate (F2) at (2,0);           % front bottom-right
\coordinate (F3) at (1,2);           % front top
\coordinate (O)  at (0.8,-0.35);     % depth offset
\coordinate (B1) at ($(F1)+(O)$);    % back bottom-left
\coordinate (B2) at ($(F2)+(O)$);
\coordinate (B3) at ($(F3)+(O)$);

% shadow
\fill[black,opacity=0.08]
  ($(F1)!0.5!(F2) + (-0.2,-0.35)$) ellipse (1.1 and 0.26);

% back face
\filldraw[rounded corners=3pt, draw=black!25, line width=0.4pt,
          fill=\trimcol!95!white]
  (B1) -- (B2) -- (B3) -- cycle;

% left face
\filldraw[rounded corners=3pt, draw=black!25, line width=0.4pt,
          fill=\trimcol!30!\maincol!70]
  (F1) -- (F3) -- (B3) -- (B1) -- cycle;

% right face
\filldraw[rounded corners=3pt, draw=black!25, line width=0.4pt,
          fill=\trimcol!20!\maincol!80]
  (F2) -- (F3) -- (B3) -- (B2) -- cycle;

% front face
\filldraw[rounded corners=3pt, draw=black!25, line width=0.5pt,
          fill=\maincol!80!black!5]
  (F1) -- (F2) -- (F3) -- cycle;

% vertical ribs on front
\foreach \t in {0.28,0.5,0.72,0.94}{
  \draw[line width=0.9pt, line cap=round, black!20]
    ($(F1)!\t!(F2)$) -- ($(F1)!\t!(F2)!0.6!(F3)$);
}

% hanging loop
\draw[line width=0.7pt, rounded corners=2pt]
  ($(F3)+(0,0.15)$)
  .. controls +(-0.06,0.24) and +(0.06,0.24) ..
  ($(F3)+(0,0.6)$);
\filldraw[black!20] ($(F3)+(0,0.6)$) circle (0.06);

% tassel
\coordinate (midbot) at ($ (F1)!0.5!(F2) $);
\foreach \x in {-0.28,-0.14,0,0.14,0.28}{
  \draw[line width=0.9pt, line cap=round]
    ($(midbot)+(\x,-0.06)$)
    .. controls +(0,-0.12) ..
    ($(midbot)+(\x,-0.6)$);
}
\filldraw[rounded corners=1pt, draw=black!25, fill=black!40]
  ($(midbot)+(0,-0.65)$) rectangle ++(0.14,-0.06);

\end{tikzpicture}

        

👤 dung2012004 26/11/2025 21:24

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Code TikZ:

            \begin{tikzpicture}[>=stealth,
    x={(-1cm,0cm)}, 
    y={(0.6cm,-0.5cm)}, 
    z={(0cm,1cm)},
    scale=1, transform shape
]

    % --- ĐỊNH NGHĨA MÀU SẮC ---
    \definecolor{brilliantlavender}{rgb}{0.96, 0.73, 1.0}
    \definecolor{burlywood}{rgb}{0.87, 0.72, 0.53}
    \definecolor{burntorange}{rgb}{0.8, 0.33, 0.0}
    \definecolor{greyguard}{gray}{0.4}
    \tikzset{
        wallfan/.pic={
            \begin{scope}[scale=0.6]
                % 1. BẢNG ĐIỀU KHIỂN 
                \draw[fill=black!70, rounded corners=2pt] (-0.25, -1.8) rectangle (0.25, -0.5);
                
                % Vùng bảng mạch/Logo
                \fill[gray!60, rounded corners=1pt] (-0.18, -1.6) rectangle (0.18, -1.1);
                
                % Các nút bấm
                \foreach \y in {-1.25, -1.4, -1.55} {
                    \fill[burntorange] (0, \y) circle (0.06);
                }
                
                % Cổ quạt
                \fill[black!80] (-0.15, -0.5) rectangle (0.15, 0.1);

                % 2. CÁNH QUẠT 
                \foreach \angle in {90, 210, 330} {
                    \begin{scope}[rotate=\angle]
                        \fill[burntorange] (0,0) .. controls (0.5,0.2) and (1,0.5) .. (1.2,0) 
                                           .. controls (1,-0.5) and (0.5,-0.2) .. (0,0);
                    \end{scope}
                }
                \fill[black] (0,0) circle (0.15); % Trục quay

                % 3. LỒNG QUẠT
                \foreach \r in {0.4, 0.8, 1.2, 1.4} \draw[greyguard, thin] (0,0) circle (\r);
                \foreach \a in {0,20,...,340} \draw[greyguard, very thin] (0,0) -- (\a:1.4);
            \end{scope}
        }
    }

    % --- KÍCH THƯỚC PHÒNG ---
    \def\WallH{6}
    \def\WallW{8} 
    \def\FloorD{6} 

    % --- VẼ KHÔNG GIAN ---
    % Tường trái
    \fill[brilliantlavender] (0,0,0) -- (\WallW,0,0) -- (\WallW,0,\WallH) -- (0,0,\WallH) -- cycle;
    % Tường phải
    \fill[brilliantlavender] (0,0,0) -- (0,\FloorD,0) -- (0,\FloorD,\WallH) -- (0,0,\WallH) -- cycle;

    % Sàn nhà
    \begin{scope}[canvas is xy plane at z=0]
        \fill[burlywood!50] (0,0) rectangle (\WallW, \FloorD);
        \draw[white, thick] (0,0) grid (\WallW, \FloorD);
        \clip (0,0) rectangle (\WallW, \FloorD);
        \foreach \i in {-10,-9,...,15} {
             \draw[white, opacity=0.5] (-2,\i) -- (10,\i+12);
        }
    \end{scope}

    % --- ĐẶT QUẠT LÊN TƯỜNG ---
    % Quạt 1: Tường trái
    \begin{scope}[canvas is xz plane at y=0]
        \path (4, 4.5) pic {wallfan}; 
    \end{scope}

    % Quạt 2: Tường phải
    \begin{scope}[canvas is yz plane at x=0]
        \path (3, 4.5) pic {wallfan};
    \end{scope}

    % --- HỆ TRỤC & KÝ HIỆU ---
    \draw[thick, ->] (0,0,0) -- (9,0,0) node[anchor=north east] {$x$};
    \draw[thick, ->] (0,0,0) -- (0,7,0) node[anchor=north west] {$y$};
    \draw[thick, ->] (0,0,0) -- (0,0,7) node[anchor=south] {$z$};
    \node[below right] at (0,0,0) {$O$};
\end{tikzpicture}
        

👤 dung2012004 26/11/2025 20:35

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Code TikZ:

            \begin{tikzpicture}[line join = round, line cap = round,>=stealth,font=\large,scale=0.6,declare function={ab=7;bc=12;ac=sqrt(bc^2-ab^2);gocB=acos(ab/bc);}]
    \path (0,0) coordinate (B)
    (ab,0) coordinate (A)
    (ab,ac) coordinate (C)
    (ab+1,0) coordinate (D)
    (ab+1,ac) coordinate (E)
    ($(B)+(160:1)$) coordinate (B1)
    ($(C)+(160:1)$) coordinate (C1)
    ;
    \draw (B)--(A)node[below,pos=0.5]{}--(C)--cycle
    ;
    \draw[line width=0.1cm,brown]
    (B1)--(C1)node[above,pos=0.5,sloped,black]{} (B)--(C);
    \pic["$\alpha$",draw,angle radius=1cm,angle eccentricity=1.6] {angle = B--C--A};
    \filldraw[pattern=bricks] (A)--(D)--(E)--(C)--cycle;
    \foreach \n in {1,2,3,...,10,11} \path
    ($(B)!\n/12!(C)$) coordinate (T\n);
    \foreach \m in {1,2,3,...,10,11} \path
    ($(B1)!\m/12!(C1)$) coordinate (H\m);
    \foreach \n/\m in
    {1/1,2/2,3/3,4/4,5/5,6/6,7/7,8/8,9/9,10/10,11/11}
    \draw[line width=0.1cm,brown] (T\n)--(H\m);
    \foreach \x/\gm in {A/-90,B/-90,C/90}
    \draw[fill=black] (\x) circle (1pt)
    ($(\x)+(\gm:7mm)$)node[black]{$\x$};
\end{tikzpicture}
        

👤 khangvotranphuc 26/11/2025 08:58

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Code TikZ:

            \begin{tikzpicture}
\path[fill=red, rounded corners=0.8cm] (-5.2, 0) -- (5.2, 0) -- (0, 9.0) -- cycle;
\path[fill=yellow] (-4, 0.7) -- (4, 0.7) -- (0, 8) -- cycle;
\path[fill=black] (-0.7, 2) -- (0, 2.6) -- (0.7, 2) -- (0.7, 5) -- (0, 6.5) -- (-0.7, 5) -- (-0.7, 3) -- (-2, 3) -- (-2,3.8) -- (-0.7,3.8) -- cycle;
\end{tikzpicture}
        

👤 khangvotranphuc 26/11/2025 08:49

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Code TikZ:

            \begin{tikzpicture}
\definecolor{signblue}{RGB}{30,144,255}
\fill[signblue] (-6,-3) rectangle (6,3);
\draw[white, dashed, line width=2pt, dash pattern=on 6pt off 4pt] (-2, -3) -- (-2, 3);
\draw[white, dashed, line width=2pt, dash pattern=on 6pt off 4pt] (2, -3) -- (2, 3);
\tikzset{
    arrow/.style={
        white,
        line width=8pt,
        -{Triangle[length=24pt, width=24pt]}
    }
}
\draw[white, line width=8pt] (-4, -2.5) -- (-4, 0.5);
\draw[arrow] (-4, 0.5) -- (-4, 2.5);
\draw[arrow] (-4, 0.5) -- (-5.5, 0.5);
\draw[arrow] (0, -2.5) -- (0,2.5);
\draw[arrow, rounded corners=20pt] (4, -2.5) -- (4, 1.5) -- (5.5, 1.5);
\end{tikzpicture}
        

👤 khangvotranphuc 26/11/2025 08:41

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Code TikZ:

            \begin{tikzpicture}[thick]
\def\s{2}
\def\r{0.6}
\def\bw{0.6}
\def\lw{0.1}
\begin{scope}[rotate=45, line width=\lw, line cap=butt, line join=miter]
    \draw[fill=white] (-\s, -\s) rectangle (\s, \s);

    \fill[yellow] (-\s*\r, \bw/2) rectangle (\s*\r, \s*\r);
    \fill[yellow] (-\s*\r, -\s*\r) rectangle (\s*\r, -\bw/2);
    \fill[black] (-\s*\r-0.8, -\bw/2) rectangle (\s*\r+0.8, \bw/2);
    \draw (-\s*\r, \s*\r) -- (\s*\r, \s*\r);
    \draw (\s*\r, \s*\r) -- (\s*\r, -\s*\r);
    \draw (\s*\r, -\s*\r) -- (-\s*\r, -\s*\r);
    \draw (-\s*\r, -\s*\r) -- (-\s*\r, \s*\r);
    \draw (-\s*\r, \bw/2) -- (\s*\r, \bw/2);
    \draw (-\s*\r, -\bw/2) -- (\s*\r, -\bw/2);
\end{scope}

\end{tikzpicture}
        

👤 khangvotranphuc 26/11/2025 08:34

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Code TikZ:

            \begin{tikzpicture}
\def\radius{2.2}
\def\borderwidth{0.45}
\draw[red, line width=\borderwidth cm] (0,0) circle (\radius);
\draw[red, line width=0.3cm, line cap=butt] (135:\radius) -- (-45:\radius);
\begin{scope}[black, line width=7pt, line cap=round, line join=round]
    \coordinate (arc_center) at (0, 0.45);
    \def\arcradius{0.55}
    \coordinate (arc_left) at ($(arc_center) + (180:\arcradius)$);
    \coordinate (arc_right) at ($(arc_center) + (0:\arcradius)$);
    \draw (arc_left) arc (180:1:\arcradius);
    \draw[-{Triangle[length=5mm, width=5mm]}] (0,1) -- ++(-1.5,0);
    \draw (arc_right) -- ++(0, -1.6);
    \draw[-{Triangle[length=5mm, width=5mm]}] (arc_left) -- ++(0, -1.6);
\end{scope}
\end{tikzpicture}
        

👤 nguyenthanhngoc_c3bt 25/11/2025 20:39

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Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $1$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,-,d,-,}

% dòng biến thiên y
\tkzTabVar{+/$1$, -D+/$-\infty$/$+\infty$, -/$1$}
\end{tikzpicture}
        

👤 khangvotranphuc 25/11/2025 10:52

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Code TikZ:

            \begin{tikzpicture}[
    >=stealth, 
    scale=1, 
    local bounding box=BieuDo,
    join = round, cap = round,
    declare function={
        x_scale=2; y_scale=2; % Đổi tên biến để tránh nhầm lẫn
        kcy=1; kc=1.5;
        GIATRI_MAX=25; % Đã thêm giá trị max (lớn hơn giá trị data cao nhất là 20)
        dochia=GIATRI_MAX/8;
    },
    xscale = 1/x_scale, yscale = 1/y_scale, 
    font = \scriptsize
]

    % --- Vẽ biểu đồ (Data Loop) ---
    % Đổi biến thành \ten (Tên môn), \slA (Số liệu A), \slB (Số liệu B)
    \foreach \ten/\slA/\slB [count = \i from 0] in {
        {Bóng đá}/20/14, 
        {Cầu lông}/12/12, 
        {Bóng bàn}/4/6, 
        {Đá cầu}/6/8, 
        {Bóng rổ}/8/10
    } {
        \pgfmathsetmacro{\posx}{(kc+2)*\i+kcy+1}
        
        % Cột Lớp 6A
        \draw[pattern = north east lines, pattern color=black] (\posx-1,0) rectangle (\posx,\slA/dochia);
        \path (\posx-.5,\slA/dochia) node[above]{$\slA$};
        
        % Cột Lớp 6B
        \draw[pattern = dots, pattern color=black] (\posx,0) rectangle (\posx+1,\slB/dochia);
        \path (\posx+.5,\slB/dochia) node[above]{$\slB$};
        
        % Tên môn thể thao
        \path (\posx,-.4*y_scale) node[align=center, text width=1.8cm, anchor=center]{\ten};
        
        % Lưu vị trí x cuối cùng để vẽ trục
        \global\let\n=\posx
    }
    
    % --- Vẽ Trục (Axes) ---
    % Trục hoành
    \draw[->] (0,0) -- (\n+x_scale,0) node[below right] {Môn thể thao};
    
    % Trục tung
    \draw[->] (0,0) -- (0,GIATRI_MAX/dochia + 1) node[above, align=center, text width=2cm] {Số học sinh chọn};
    
    % Chia vạch trục tung
    \foreach \val in {0,5,...,25} {
        \draw (2pt,\val/dochia) -- (-2pt,\val/dochia) node[left] {$\val$};
    }
    
    % --- Chú thích (Legend) ---
    % Tự động đặt chú thích dựa trên chiều rộng biểu đồ (\n)
    \begin{scope}[shift={(\n/2 - 2, GIATRI_MAX/dochia + 1.5)}]
        % Legend 6A
        \draw[pattern = north east lines, pattern color=black] (0,0) rectangle ++(1,0.5);
        \node[right] at (1, 0.25) {Lớp 6A};
        
        % Legend 6B
        \draw[pattern = dots, pattern color=black] (4,0) rectangle ++(1,0.5);
        \node[right] at (5, 0.25) {Lớp 6B};
    \end{scope}

    % --- Tiêu đề (Title) ---
   \node[above, font=\bfseries\large, align=center, text width=8cm] at (current bounding box.north) {Các môn thể thao yêu thích của học sinh lớp 6A và 6B};

\end{tikzpicture}
        

👤 huongnamvuphuong 25/11/2025 09:40

0 0

0

Code TikZ:

            \begin{tikzpicture}

\pgfmathsetmacro{\distEP}{6}
\pgfmathsetmacro{\angleP}{60}
\pgfmathsetmacro{\distCE}{\distEP*tan(\angleP)}

\coordinate (E) at (0,0);
\coordinate (P) at (\distEP,0);
\coordinate (C) at (0,\distCE);

\coordinate (BL) at (-0.6, 0.3);
\coordinate (BR) at (0.6, 0.3);
\coordinate (TL) at (-0.2, \distCE);
\coordinate (TR) at (0.2, \distCE);

\draw[gray, line width=2pt] (-0.8,0) -- (0.8,0);
\draw[gray, line width=1.5pt] (-0.7,0.3) -- (0.7,0.3);
\draw[gray, thick] (BL) -- (TL);
\draw[gray, thick] (BR) -- (TR);

\foreach \i in {0,1,2,3} {
    \coordinate (L1) at ($(BL)!\i/4!(TL)$);
    \coordinate (R1) at ($(BR)!\i/4!(TR)$);
    \coordinate (L2) at ($(BL)!{(\i+1)/4}!(TL)$);
    \coordinate (R2) at ($(BR)!{(\i+1)/4}!(TR)$);
    \draw[gray] (L1) -- (R2);
    \draw[gray] (R1) -- (L2);
}
\draw[gray, thick] (TL) .. controls ++(-0.5,-0.1) and ++(-0.6,-0.8) .. ++(0.1,-1.2);
\draw[gray, thick] (TR) .. controls ++(0.5,-0.1) and ++(0.6,-0.8) .. ++(-0.1,-1.2);

\draw[thick, black] (C) -- (E) -- (P) -- cycle;

\draw (0,0.3) -- (0.3,0.3) -- (0.3,0);
\node[below=2pt] at ($(E)!0.5!(P)$) {102,1 m};
\pic [draw, "60°", angle eccentricity=1.4, angle radius=0.8cm] {angle = C--P--E};

\foreach \x/\y in {C/90, E/-135, P/-45}
{
    \fill (\x) circle (1.5pt);
    \node at ($(\x)+(\y:0.3cm)$) {{\x}};
}
\end{tikzpicture}
        

👤 nguyentanquang0106 24/11/2025 16:41

1 1

0

Code TikZ:

             \begin{tikzpicture}[line join = round, line cap=round, >=stealth, font=\footnotesize, scale=1]
 \draw (0,0) circle(3.2cm);
 \foreach \i in {1,...,12} {
 \pgfmathsetmacro{\angle}{90-\i*30}
 \draw[line width=2pt] (\angle:3) -- (\angle:3.2);
 \node at (\angle:2.7) {$\i$};
 }
 \draw (45:2.5) .. controls +(140:1) and +(40:1) .. (135:2.5)
 .. controls +(-130:1) and +(130:1) .. (-135:2.5)
 .. controls +(-40:1) and +(-140:1) .. (-45:2.5)
 .. controls +(50:1) and +(-50:1) .. cycle;
 \draw (45:2) -- (135:2) -- (-135:2) -- (-45:2) -- cycle;
 \draw[->, line width=4pt] (0,0) -- (-90:2); 
 \draw[->, line width=4pt] (0,0) -- (110:1); 
 \fill (0,0) circle(3.5pt);
 \end{tikzpicture}
        

👤 toanhocdo 24/11/2025 08:04

1 1

0

Code TikZ:

            \begin{tikzpicture}[line join=round, line cap=round,>=stealth,thick,rotate=90,scale=0.8]
		% Hình phải
		\def\bk{3}
		\def\bkba{0.15}
		\def\bkbb{0.8}
		\def\ga{-50}
		\def\gb{180-\ga}
		\def\gc{0-\gb}
		\coordinate (O) at (0,0);
		\coordinate (M) at ($(O) + (\ga:\bk)$);
		\coordinate (N) at ($(O) + (\gb:\bk)$);
		\coordinate (I) at ($(M)!0.5!(N)$);
		\coordinate (J) at ($(O)+(M)-(I)$);
		\draw(M) arc (\ga:\gb:\bk);
		\path let \p1=(I),\p2=(M),\n1={scalar(veclen(\x2-\x1,\y2-\y1)/1cm)} in \pgfextra{\xdef\bke{\n1}};
		\fill[gray](M) arc (\ga:-90:\bk)--(I)--cycle;
		\draw(M) arc (\ga:\gc:\bk);
		\draw(M) arc (0:180:\bke cm and \bkba cm);
		\draw[dashed](M) arc (0:-180:\bke cm and \bkba cm);
		\coordinate (P) at ($(O) + (250:0.9*\bk)$);
		\coordinate (Q) at ($(O) + (235:1.1*\bk)$);
		\path(Q) node [below] {\Large\bf H};
		\coordinate (A) at ($(O) + (180:\bk)$);
		\coordinate (B) at ($(O) + (0:\bk)$);
		\coordinate (C) at ($(O) + (-90:\bk)$);
		\coordinate (D) at ($(O) + (90:\bk)$);
		\draw(B) arc (0:180:\bk cm and \bkbb cm);
		\draw[dashed](B) arc (0:-180:\bk cm and \bkbb cm);
		\draw[dashed](J)--(M)--(N) (C)--(D) (A)--(B);
		\draw[->](Q)--(P);
		\draw[->](C)--($(C)-(0,0.5)$)node[below]{$x$};
		\draw[->](B)--($(B)+(0.5,0)$)node[right]{$y$};
		\draw(A)--($(A)-(0.5,0)$) (D)--($(D)+(0,0.5)$);
		\path(O) node[below left]{$O$};
		\path(J) node[left=-3]{\tiny $3,5$};
		\path($(B)+(0.15,0)$)node[left]{\tiny $5,5$};
	\end{tikzpicture}
        

👤 toanhocdo 24/11/2025 08:03

0 0

0

Code TikZ:

            \begin{tikzpicture}[line join=round, line cap=round, >=stealth, thin]
  \tikzset{every node/.style={scale=0.9}}

  \draw[->] (-4.1,0)--(4.1,0) node[below left] {$x$};
  \draw[->] (0,-4.1)--(0,4.1) node[below left] {$y$};
  \draw (0,0) node[below left] {$O$};

  \foreach \x/\nx in {-4/-4, -3/-3, -2/-2, -1/-1, 1/1, 2/2, 3/3, 4/4}
    \draw[thin] (\x,1pt)--(\x,-1pt) node[below] {$\nx$};

  \foreach \y/\ny in {-4/-4, -3/-3, -2/-2, -1/-1, 1/1, 2/2, 3/3, 4/4}
    \draw[thin] (1pt,\y)--(-1pt,\y) node[left] {$\ny$};

  \begin{scope}
    \clip (-4,-4) rectangle (4,4);
    \draw[samples=200,domain=-3:3,smooth,variable=\x]
         plot (\x,{(\x)^3 + 3*(\x)^2 -4});
  \end{scope}
\end{tikzpicture}
        

👤 htduongqt 23/11/2025 13:18

1 1

0

Code TikZ:

            \begin{tikzpicture}[scale=0.6,>=stealth, font=\footnotesize, line join=round, line cap=round]
			\def\a{1} \def\b{-3} \def\c{0} \def\d{3} % Hệ số
			\def\xmin{-1.7} \def\xmax{3.5}
			\def\ymin{-1.7} \def\ymax{4} 
			\draw[->] (\xmin,0)--(\xmax,0) node [shift=(-120:0.25)]{$x$};
			\draw[->] (0,\ymin)--(0,\ymax) node [shift=(-150:0.25)]{$y$};
			\clip (\xmin+0.1,\ymin+0.1) rectangle (\xmax-0.5,\ymax-0.1);
			\draw[smooth,samples=300] plot(\x,{\a*(\x)^3+\b*(\x)^2+\c*(\x)+\d});
			\draw[dashed](2,0)node[shift={(90:0.2)}]{$2$}--(2,-1)--(0,-1)node[shift={(180:0.3)}]{$-1$};
			\fill (0,0) circle (1pt) node[shift={(-135:0.28)}]{$O$}(0,3) circle (1pt) node[shift={(135:0.2)}]{$3$};
	\end{tikzpicture}
        

👤 jenry144144 23/11/2025 10:57

1 1

0

Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $1$, $2$, $3$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,+,z,-,d,-,z,+,}

% dòng biến thiên y
\tkzTabVar{-/$-\infty$, +/$1$, -D+/$-\infty$/$+\infty$, -/$5$, +/$+\infty$}
\end{tikzpicture}
        

👤 bvthep15to 23/11/2025 08:27

1 1

0

Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $-1$, $1$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,+,z,-,z,+,}

% dòng biến thiên y
\tkzTabVar{-/$-\infty$, +/$3$, -/$-1$, +/$+\infty$}
\end{tikzpicture}
        

👤 nguyentanquang0106 23/11/2025 08:03

1 1

0

Code TikZ:

            \begin{tikzpicture}
    % 1. Định nghĩa tọa độ các đỉnh
    \tkzDefPoints{1/4/A, 0/0/B, 6/0/C}

    % 2. Tìm tâm đường tròn ngoại tiếp (O) và các trung điểm
    \tkzDefCircle[circum](A,B,C) \tkzGetPoint{O}
    \tkzDefMidPoint(B,C) \tkzGetPoint{Ma}
    \tkzDefMidPoint(C,A) \tkzGetPoint{Mb}
    \tkzDefMidPoint(A,B) \tkzGetPoint{Mc}

    % 3. Vẽ hình cơ bản
    \tkzDrawPolygon[thick](A,B,C) % Tam giác
    \tkzDrawCircle[circum, color=blue!80](A,B,C) % Đường tròn

    % 4. Vẽ và đặt tên các đường trung trực (d1, d2, d3)
    % 'add= -0.2 and 0.6' nghĩa là kéo dài về phía O một chút (-0.2) 
    % và kéo dài về phía trung điểm ra xa (0.6)
    
    % Đường d1 (vuông góc BC)
    \tkzDrawLine[dashed, color=red, add= -0.2 and 0.6](O,Ma)
    \tkzLabelLine[pos=1.05, below](O,Ma){$d_1$} 

    % Đường d2 (vuông góc AC)
    \tkzDrawLine[dashed, color=red, add= -0.2 and 0.6](O,Mb)
    \tkzLabelLine[pos=1.6, right](O,Mb){$d_2$}

    % Đường d3 (vuông góc AB)
    \tkzDrawLine[dashed, color=red, add= -0.2 and 0.6](O,Mc)
    \tkzLabelLine[pos=1.05, left](O,Mc){$d_3$}

    % 5. Trang trí và ký hiệu
    % Vẽ các điểm chính
    \tkzDrawPoints[fill=black](A,B,C,O)
    
    % Gán nhãn đỉnh
    \tkzLabelPoints[above](A)
    \tkzLabelPoints[below left](B)
    \tkzLabelPoints[below right](C)
    \tkzLabelPoints[above right](O)

    % Ký hiệu vuông góc (tô màu xám nhạt cho đẹp)
    \tkzMarkRightAngle[size=0.3, fill=gray!20](O,Ma,C)
    \tkzMarkRightAngle[size=0.3, fill=gray!20](O,Mb,A)
    \tkzMarkRightAngle[size=0.3, fill=gray!20](O,Mc,B)

    % Ký hiệu trung điểm (bằng nhau)
    \tkzMarkSegment[mark=s|](B,Ma) \tkzMarkSegment[mark=s|](Ma,C)
    \tkzMarkSegment[mark=s||](C,Mb) \tkzMarkSegment[mark=s||](Mb,A)
    % (Tùy chọn: Bỏ bớt ký hiệu trên cạnh AB nếu thấy hình quá rối)
    \tkzMarkSegment[mark=s|||](A,Mc) \tkzMarkSegment[mark=s|||](Mc,B)

\end{tikzpicture}
        

👤 Bot-Tikz 21/11/2025 21:48

0 0

0

Code TikZ:

            \begin{tikzpicture}[scale=2]
    % x = sqrt(5 + 2*sqrt(2))
    \pgfmathsetmacro{\x}{sqrt(5 + 2*sqrt(2))}
    
    % Tính cos(CBM) đúng:
    \pgfmathsetmacro{\cosCBM}{(\x*\x-5)/(4*\x)}
    
    % Tính góc CBM (đơn vị độ)
    \pgfmathsetmacro{\angleCBM}{acos(\cosCBM)}
    
    % Đặt toạ độ tam giác vuông cân tại B
    \coordinate (B) at (0,0);
    \coordinate (A) at (0,\x);
    \coordinate (C) at (\x,0);
	\coordinate (M) at (\angleCBM:2);
    \node[left]       at ($(A)!0.5!(M)$) {1};
    \node[left]       at ($(B)!0.5!(M)$) {2};
    \node[below]at ($(C)!0.5!(M)$) {3};
    % Vẽ tam giác
    \draw (A)--(B)--(C)--cycle (M)--(A) (B)--(M)--(C);
    % Vẽ và ghi nhãn các điểm
    \fill (A) circle(1pt) node[above]{An};
    \fill (C) circle(1pt) node[below]{Cường};
    \fill (B) circle(1pt) node[below]{Bình};
    \fill (M) circle(1pt) node[left]{Mai};
\end{tikzpicture}
        

👤 Bot-Tikz 21/11/2025 16:45

0 0

0

Code TikZ:

            \begin{tikzpicture}[scale=1]
    % x = sqrt(5 + 2*sqrt(2)) : cạnh BA = BC
    \pgfmathsetmacro{\x}{sqrt(5 + 2*sqrt(2))}

    % Tọa độ của M:
    \pgfmathsetmacro{\u}{(\x*\x - 5)/(2*\x)}
    \pgfmathsetmacro{\v}{(\x*\x + 3)/(2*\x)}

    % Các điểm
    \coordinate (B) at (0,0);        % Bình
    \coordinate (A) at (0,\x);       % An
    \coordinate (C) at (\x,0);       % Cường
    \coordinate (M) at (\u,\v);      % Mai

    % Tam giác ABC
    \draw (A)--(B)--(C)--cycle;

    % Các đoạn dây
    \draw (A)--(M)--(C);
    \draw (B)--(M);

    % Góc vuông tại B
    \draw (0,0) rectangle (0.3,0.3);

    % Nhãn điểm
    \fill (A) circle (1pt) node[above]{An};
    \fill (B) circle (1pt) node[below left]{Bình};
    \fill (C) circle (1pt) node[below]{Cường};
    \fill (M) circle (1pt) node[right]{Mai};

    % (tuỳ chọn) ghi độ dài 1,2,3 trên các đoạn
    % cần \usetikzlibrary{calc} trong preamble
    %\node[left]       at ($(A)!0.5!(M)$) {1};
    %\node[left]       at ($(B)!0.5!(M)$) {2};
    %\node[above right]at ($(C)!0.5!(M)$) {3};
\end{tikzpicture}
        

👤 Bot-Tikz 21/11/2025 14:49

0 0

0

Code TikZ:

            \begin{tikzpicture}[scale=1]
    % Khai báo các điểm cơ bản
    \tkzDefPoints{0/0/A, 4/0/B, 0/3/C}

    % Tâm O là trung điểm AB
    \tkzDefMidPoint(A,B)\tkzGetPoint{O}

    % Vẽ đường tròn tâm O, đường kính AB
    \tkzDrawCircle(O,A)

    % D là giao điểm thứ hai của BC với (O)
    \tkzInterLC(B,C)(O,A)\tkzGetSecondPoint{D}

    % H là hình chiếu vuông góc của A lên OC
    \tkzDefLine[orthogonal=through A](O,C)\tkzGetPoint{a'}
    \tkzInterLL(A,a')(O,C)\tkzGetPoint{H}

    % M là giao của AH với BC
    \tkzInterLL(A,H)(B,C)\tkzGetPoint{M}

    % Vẽ các đoạn thẳng
    \tkzDrawSegments(A,B B,C C,A A,H H,M B,D O,C)

    % Đánh dấu góc vuông tại A và H
    \tkzMarkRightAngles[size=0.2](O,H,A B,A,C)

    % Gán nhãn các điểm
    \tkzLabelPoints[below](O)
    \tkzLabelPoints[left](A,C,H)
    \tkzLabelPoints[right](B,M)
	\tkzLabelPoints[above](D)

    % Vẽ các điểm
    \tkzDrawPoints[size=2pt](A,B,C,D,O,H,M)
\end{tikzpicture}
        

👤 Bot-Tikz 20/11/2025 06:36

0 0

0

Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $1$, $2$, $3$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,+,z,-,d,-,z,+,}

% dòng biến thiên y
\tkzTabVar{-/$-\infty$, +/$1$, -D+/$-\infty$/$+\infty$, -/$5$, +/$+\infty$}
\end{tikzpicture}
        

👤 Bot-Tikz 19/11/2025 15:24

0 0

0

Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2,espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $0$, $4$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,-,d,h,d,+,}

% dòng biến thiên
\tkzTabVar{
  +/$+\infty$,
  -H/$0$,
  -/$0$,
  +/$+\infty$
}
\end{tikzpicture}
        

👤 Bot-Tikz 19/11/2025 15:24

0 0

0

Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $1$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,+,d,+,}

% dòng biến thiên y
\tkzTabVar{-/$2$, +D-/$+\infty$/$-\infty$, +/$2$}
\end{tikzpicture}
        

👤 Bot-Tikz 19/11/2025 15:23

0 0

0

Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $-5$, $-1$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,+,z,-,z,+,}

% dòng biến thiên y
\tkzTabVar{-/$-\infty$, +/$\dfrac{31}{3}$, -/$-\dfrac{1}{3}$, +/$+\infty$}
\end{tikzpicture}
        

👤 Bot-Tikz 19/11/2025 15:22

0 0

0

Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $-1$, $2$, $5$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,+,z,-,d,-,z,+,}

% dòng biến thiên y
\tkzTabVar{-/$-\infty$, +/$-4$, -D+/$-\infty$/$+\infty$, -/$8$, +/$+\infty$}
\end{tikzpicture}
        

👤 namvietdot 19/11/2025 15:08

1 1

0

Code TikZ:

            \begin{tikzpicture}
\tkzTabInit[lgt=2, espcl=3]
{$x$/1, $y'$/1, $y$/2}
{$-\infty$, $0$, $1$, $2$, $+\infty$}

% dòng dấu y'
\tkzTabLine{,+,z,-,d,-,z,+,}

% dòng biến thiên y
\tkzTabVar{-/$-\infty$, +/$-2$, -D+/$-\infty$/$+\infty$, -/$2$, +/$+\infty$}
\end{tikzpicture}
        

👤 namvietdot 18/11/2025 19:17

1 1

0

Code TikZ:

            \begin{tikzpicture}
		\tkzTabInit[nocadre,lgt=1,espcl=2.5]
		{$x$/0.7,$y'$/0.7,$y$/2}{$-\infty$,$-2$,$+\infty$}
		\tkzTabLine{,-,d,-,}
		\tkzTabVar{+/$1$,-D+/$-\infty$/$+\infty$,-/$1$}
	\end{tikzpicture}
        

👤 khangvotranphuc 13/11/2025 09:48

1 1

0

Code TikZ:

            \begin{tikzpicture}[scale=1.4]
\colorlet{darkGreen}{green!60!black}
\colorlet{lightGreen}{green!85!white}
\colorlet{innerRind}{green!20!white}
\colorlet{watermelonRed}{red!85!white}
\coordinate (wholeCenter) at (-1.5, 0);
\def\wholeRadius{2.5}
\fill[lightGreen] (wholeCenter) circle (\wholeRadius);
\begin{scope}
    \clip (wholeCenter) circle (\wholeRadius);
    \foreach \xoffset/\width in {-1.9/0.7, -1.0/0.6, 0.0/0.5, 0.9/0.6, 1.8/0.7} {
        \fill[darkGreen] ($(wholeCenter) + (\xoffset-\width/2, -\wholeRadius)$)
            .. controls ($(wholeCenter) + (\xoffset-\width/4, 0)$) ..
            ($(wholeCenter) + (\xoffset-\width/2, \wholeRadius)$) --
            ($(wholeCenter) + (\xoffset+\width/2, \wholeRadius)$)
            .. controls ($(wholeCenter) + (\xoffset+\width/4, 0)$) ..
            ($(wholeCenter) + (\xoffset+\width/2, -\wholeRadius)$) -- cycle;
    }
\end{scope}

\draw[darkGreen, line width=3pt, cap=round] ($(wholeCenter) + (0.1, \wholeRadius-0.1)$)
    .. controls ++(0.2, 0.6) and ++(-0.4, 0.4) .. ++(-0.5, 0.2);
\coordinate (sliceCenter) at (1.7, 0);
\def\sliceRadius{2.2}
\fill[darkGreen] (sliceCenter) circle (\sliceRadius);
\fill[lightGreen] (sliceCenter) circle (\sliceRadius*0.92);
\fill[innerRind] (sliceCenter) circle (\sliceRadius*0.82);
\fill[watermelonRed] (sliceCenter) circle (\sliceRadius*0.78);
\path (sliceCenter);
\pgfgetlastxy{\slicex}{\slicey};
\def\redRadius{\sliceRadius*0.78}
\end{tikzpicture}
        

👤 huongnamvuphuong 11/11/2025 08:57

2 2

0

Code TikZ:

            \begin{tikzpicture}[scale=0.6]
	\colorlet{polecolor}{black!85}
	\colorlet{insulatorcolor}{gray!60!blue!50}
	
	% --- KHÔNG DÙNG \tikzset NỮA ---
	
	% --- 1. Vẽ phần gốc cột còn đứng (từ 0 đến 5m) ---
	\draw[polecolor, line width=0.4cm, line cap=butt] (0,0) -- (0,5);
	
	% --- 2. Vẽ phần thân bị gãy (từ 5m trở lên) ---
	\begin{scope}[shift={(0,5)}, rotate=-122]
		% Thân cột (dài 9m)
		\draw[polecolor, line width=0.4cm, line cap=butt] (0,0) -- (0,9); 
		
		% Thanh ngang 1
		\draw[polecolor, line width=0.3cm, line cap=butt] (-1, 7.5) -- (1, 7.5); 
		
		% Thanh ngang 2
		\draw[polecolor, line width=0.3cm, line cap=butt] (-1, 6) -- (1, 6); 
		
		% Thanh chống
		\draw[polecolor, line width=1pt] (-1, 7.35) -- (-0.2, 6.7);
		\draw[polecolor, line width=1pt] (1, 7.35) -- (0.2, 6.7);
		\draw[polecolor, line width=1pt] (-1, 5.85) -- (-0.2, 5.2);
		\draw[polecolor, line width=1pt] (1, 5.85) -- (0.2, 5.2);
		\draw[polecolor, line width=1.2pt] (0, 6.15) -- (0, 6.4);
		
		% --- SỨ CÁCH ĐIỆN (VẼ TRỰC TIẾP) ---
		% Vòng lặp cho sứ ở y = 7.65
		\foreach \x in {-0.6,  0.6} {
			\begin{scope}[shift={(\x, 7.65)}]
				\draw[insulatorcolor!70!black, line width=0.7pt] (0,0) -- (0,0.4);
				\fill[insulatorcolor] (0,0.4) ellipse (0.06cm and 0.04cm);
				\fill[insulatorcolor] (0,0.25) ellipse (0.12cm and 0.07cm);
			\end{scope}
		}
		% Vòng lặp cho sứ ở y = 6.15
		\foreach \x in { -0.6, 0.6} {
			\begin{scope}[shift={(\x, 6.15)}]
				\draw[insulatorcolor!70!black, line width=0.7pt] (0,0) -- (0,0.4);
				\fill[insulatorcolor] (0,0.4) ellipse (0.06cm and 0.04cm);
				\fill[insulatorcolor] (0,0.25) ellipse (0.12cm and 0.07cm);
			\end{scope}
		}
	\end{scope}
	
	% --- 3. Vẽ mặt đất và các ghi chú ---
	\draw[thick] (-2,0) -- (9,0); % Vẽ mặt đất
	
	\coordinate (A) at (0,0); % Gốc
	\coordinate (B) at (0,5); % Điểm gãy
	\coordinate (C) at (7.63, 0); % Ngọn (tính toán)
	


\end{tikzpicture}
        

👤 huongnamvuphuong 11/11/2025 08:38

2 2

1

Code TikZ:

            \begin{tikzpicture}[scale=.7, font=\footnotesize, line join=round, line cap=round, >=stealth]
\draw[line width=3pt,black!80] (5.4,0)--(6.6,0);
\draw[fill=black!80] (5.6,0)--(5.8,1)--(6.2,1)--(6.4,0);
\foreach \x/\y/\z in {10/0/C,6/0/A,6/6/B}
\path (\x,\y) coordinate (\z);
\draw[fill=black!80]  (5.9,4.6) rectangle (6.1,1);
\draw (5.5,5.2)--(5.6,4.6)--(6.4,4.6)--(6.5,5.2)--cycle;
\filldraw[black!80] (5.5,5.2) -- (5.6,5.4) -- (6.3,5.4) -- (6.4,5.2)--cycle;
\draw (5.7,5.4) -- (5.8,5.6) -- (6.1,5.6) -- (6.2,5.4);
\filldraw[red!80,rounded corners=1pt] (5.6,5.1) -- (5.7,4.7) -- (5.9,4.7) -- (5.9,5.1)--cycle;
\filldraw[red!80,,rounded corners=1pt] (6.1,4.7) -- (6.3,4.7) -- (6.4,5.1) -- (6.1,5.1)--cycle;
\end{tikzpicture}
        

👤 namvietdot 09/11/2025 21:53

0 0

0

Code TikZ:

            \begin{tikzpicture}[line join=round, line cap=round,thick,scale=0.6]
    		\coordinate (vtv) at (0.5,3);
    		\coordinate (A) at (0,0);
    		\coordinate (B) at (-1.5,-1);
    		\coordinate (C) at (2,-1);
    		\coordinate (A') at ($(A)+(vtv)$);
    		\coordinate (B') at ($(B)+(vtv)$);
    		\coordinate (C') at ($(C)+(vtv)$);
    		\draw(B')--(B)--(C)--(C')--(A')--(B')--(C');
    		\draw[dashed,thin](A')--(A)--(C) (A)--(B);
    		\foreach \i/\g in {A'/90,A/30,B/180,C/0,C'/0,B'/180}{\draw[fill=white](\i) circle (1.5pt) ($(\i)+(\g:3mm)$) node[scale=0.6]{$\i$};}
    \end{tikzpicture}
        

👤 anhndt34 08/11/2025 09:58

2 2

1

Code TikZ:

            \definecolor{ce1912e}{RGB}{225,145,46}
	\definecolor{c874f1e}{RGB}{135,79,30}
	\definecolor{c302222}{RGB}{48,34,34}
	\definecolor{cffdcb1}{RGB}{255,220,177}
	\definecolor{c2f4165}{RGB}{47,65,101}

	\begin{tikzpicture}[line cap=round,line join=round]
		\begin{scope}[fill=ce1912e]
			\path[fill=ce1912e] (25.14,-3.23) -- (2.6,-3.34) .. controls (2.59,-3.34) and (2.59,-3.34) .. (2.58,-3.34) .. controls (2.58,-3.34) and (2.58,-3.35) .. (2.58,-3.35) -- (2.66,-19.47) .. controls (2.66,-19.48) and (2.66,-19.48) .. (2.67,-19.48) -- (2.67,-19.48) -- (25.22,-19.38) .. controls (25.22,-19.38) and (25.23,-19.38) .. (25.23,-19.37) .. controls (25.23,-19.37) and (25.23,-19.37) .. (25.23,-19.36) -- (25.16,-3.25) .. controls (25.16,-3.24) and (25.15,-3.23) .. (25.14,-3.23) -- cycle;

		\end{scope}
		\begin{scope}[fill=c874f1e]
			\path[fill=c874f1e] (25.21,-14.47) -- (2.63,-14.57) -- (2.66,-19.47)
				..
				controls (2.66,-19.48) and (2.66,-19.49) .. (2.67,-19.49) -- (2.67,-19.49) -- (25.22,-19.38) .. controls (25.22,-19.38) and (25.23,-19.38) ..
				(25.23, -19.37) .. controls (25.23,-19.37) and (25.23,-19.37) ..
				(25.23,-19.36) -- (25.21,-14.47) -- cycle;

		\end{scope}
		\path[fill] (13.68,-16.3) -- (13.68,-16.3) -- (13.68,-16.3) -- (13.68, -16.3) -- (13.68,-16.3) -- (13.68,-16.3) -- (13.67,-16.23) -- (12.62, -19.44) -- (13.97,-19.43) -- (14.24,-16.85) .. controls (14.97,-16.78) and (15.22,-16.67) .. (15.22,-16.67) .. controls (15.44,-16.57) and (15.19,-16.42) .. (15.19,-16.42) -- (13.68,-16.3) -- (13.68,-16.3) -- (13.68, -16.3) -- (13.68,-16.3) -- (13.68,-16.3) -- (13.68,-16.3) -- cycle;
		\path[fill] (18.88,-15.81) -- (18.88,-15.81) .. controls (18.79,-15.77) and (18.7,-15.78) .. (18.7,-15.78) .. controls (18.13,-15.86) and (17.98,-15.94) .. (17.9,-15.96) -- (17.47,-16.27) -- (17.4,-16.31) -- (17.12, -19.42) -- (18.48,-19.41) -- (18.07,-16.42) .. controls (18.66,-16.3) and (18.83,-16.18) .. (18.83,-16.18) .. controls (19.06,-16.01) and (18.88,-15.81) .. (18.88,-15.81) -- (18.88,-15.81) -- cycle;
		\path[fill] (10.7,-16.12) -- (8.44,-19.46) -- (8.44,-19.46) -- (11.06, -19.45) -- (12.39,-16.51) -- (10.7,-16.12) -- cycle;
		\path[fill] (16.88,-6.97) -- (16.88,-6.97) -- (16.88,-6.97) -- (16.88, -6.97) -- cycle
			(16.9,-7.08) -- (16.9,-7.08) -- (16.9,-7.08) -- (16.9, -7.08) -- cycle
			(17.48,-7.39) -- (17.48,-7.39) -- (17.48,-7.39) -- cycle
			(17.65,-7.49) -- (17.65,-7.49) -- (17.65,-7.49) -- (17.65,-7.49) -- cycle
			(17.63,-7.57) -- (17.63,-7.57) -- (17.63,-7.57) -- (17.63,-7.57) -- cycle
			(18.2,-7.86) -- (18.2,-7.86) -- (18.2,-7.86) -- (18.2,-7.86) -- cycle
			(18.19,-7.87) -- (18.19,-7.87) -- (18.19,-7.87) -- (18.19,-7.87) -- cycle
			(17.28,-7.93) -- (17.28,-7.93) -- cycle
			(17.28,-7.93) -- (17.28,-7.93) -- (17.28,-7.93) -- (17.28,-7.93) .. controls (17.28,-7.93) and (17.28,-7.93) .. (17.28,-7.93) -- (17.28,-7.93) .. controls (17.28,-7.93) and (17.28,-7.93) .. (17.28,-7.93) -- (17.28,-7.93) -- (17.28,-7.93) -- cycle
			(18.72,-8.07) -- (18.72,-8.07) -- (18.72,-8.07) .. controls (18.72,-8.07) and (18.72,-8.07) .. (18.72,-8.07) -- (18.72,-8.07) -- (18.72, -8.07) -- (18.72,-8.07) .. controls (18.72,-8.07) and (18.72,-8.07) ..
			(18.72,-8.07) -- (18.72,-8.07) .. controls (18.72,-8.07) and (18.72,-8.07) .. (18.72,-8.07) -- cycle
			(18.72,-8.07) -- (18.72,-8.07) -- (18.72,-8.07)
			..
			controls (18.72,-8.07) and (18.72,-8.07) .. (18.72,-8.07) -- (18.72, -8.07) .. controls (18.72,-8.07) and (18.72,-8.07) ..
			(18.72,-8.07) -- (18.72,-8.07) -- cycle
			(16.5,-8.42) -- (16.5,-8.42) -- (16.5,-8.42) -- (16.5,-8.42) .. controls (16.5,-8.42) and (16.5,-8.42) ..
			(16.5,-8.42) -- cycle
			(20.12,-8.9) -- (20.12,-8.9) -- (20.12,-8.9) .. controls (20.12,-8.9) and (20.12,-8.9) .. (20.12,-8.9) -- cycle
			(18.02,-9.13) -- (18.02,-9.13) -- (18.02,-9.13) -- (18.02,-9.13) -- cycle
			(17.89,-9.18) -- (17.89,-9.18) -- (17.89,-9.18) -- cycle
			(17.89,-9.18) -- (17.89,-9.18) -- (17.89,-9.18) -- (17.89,-9.18) -- cycle
			(20.43,-9.15) -- (20.44,-9.15) -- (20.44,-9.15) -- (20.44,-9.15) -- (20.44,-9.15) .. controls (20.44,-9.15) and (20.44,-9.15) .. (20.44,-9.15) .. controls (20.43,-9.15) and (20.43,-9.15) ..
			(20.43, -9.15) .. controls (20.43,-9.15) and (20.43,-9.15) ..
			(20.43,-9.15) -- (20.43,-9.15) -- cycle
			(20.9,-9.19) -- (20.9,-9.19) -- (20.9,-9.19) -- (20.9,-9.19) -- cycle
			(20.9,-9.19) -- (20.9,-9.19) -- (20.9,-9.19)
			..
			controls (20.9,-9.2) and (20.9,-9.2) .. (20.9,-9.2) -- (20.9,-9.19) -- cycle
			(20.51,-9.11) .. controls (20.51,-9.11) and (20.51,-9.11) ..
			(20.51, -9.11) -- (20.7,-9.27) .. controls (20.7,-9.27) and (20.7,-9.27) ..
			(20.7, -9.27) -- (20.7,-9.35) -- (20.7,-9.35) -- (20.7,-9.35) -- (20.7,-9.35) -- (20.7,-9.35) -- (20.7,-9.35) .. controls (20.7,-9.35) and (20.7,-9.35) ..
			(20.7,-9.35) -- (20.7,-9.27) .. controls (20.7,-9.27) and (20.7,-9.27) ..
			(20.7,-9.27) -- (20.7,-9.27) -- (20.51,-9.11) .. controls (20.51,-9.11) and (20.51,-9.11) .. (20.51,-9.11) .. controls (20.51,-9.11) and (20.51,-9.11) .. (20.51,-9.11) -- (20.51,-9.11) -- (20.44,-9.15) -- (20.44,-9.15) -- (20.43,-9.15) -- (20.43,-9.15) -- (20.5,-9.11) .. controls (20.5,-9.11) and (20.51,-9.11) .. (20.51,-9.11) -- cycle
			(16.88,-6.96) .. controls (16.88,-6.96) and (16.88,-6.96) .. (16.88,-6.96) .. controls (16.88,-6.97) and (16.88,-6.97) .. (16.88,-6.97) -- (16.91,-7.01) -- (16.91,-7.01) -- (16.9, -7.09) .. controls (16.9,-7.09) and (16.9,-7.09) ..
			(16.9,-7.09) .. controls (16.9,-7.09) and (16.9,-7.09) .. (16.9,-7.09) .. controls (16.9,-7.09) and (16.9,-7.09) .. (16.9,-7.09) -- (16.96,-7.04) -- (17.53,-7.34) -- (17.53, -7.34) -- (17.48,-7.38) .. controls (17.48,-7.38) and (17.48,-7.39) ..
			(17.48,-7.39) .. controls (17.48,-7.39) and (17.48,-7.39) ..
			(17.48,-7.39) -- (17.65,-7.48) -- (17.64,-7.49) .. controls (17.64,-7.49) and (17.64,-7.49) .. (17.64,-7.5) .. controls (17.64,-7.5) and (17.64,-7.5) ..
			(17.64, -7.5) -- (17.66,-7.5) -- (17.66,-7.5) .. controls (17.64,-7.53) and (17.61,-7.56) .. (17.62,-7.57) .. controls (17.62,-7.57) and (17.63,-7.57) ..
			(17.63,-7.57) .. controls (17.63,-7.58) and (17.63,-7.58) ..
			(17.63, -7.58) .. controls (17.65,-7.57) and (17.71,-7.55) ..
			(17.76,-7.53) -- (17.76,-7.53) -- (17.94,-7.62) -- (18.24,-7.78) -- (18.24,-7.78)
			..
			controls (18.24,-7.78) and (18.23,-7.79) .. (18.23,-7.8) .. controls (18.2,-7.83) and (18.18,-7.86) .. (18.19,-7.86) .. controls (18.19,-7.86) and (18.19,-7.86) .. (18.19,-7.87) -- (18.19,-7.87) .. controls (18.19,-7.87) and (18.19,-7.87) .. (18.19,-7.87) -- (18.19,-7.87) -- (18.19,-7.87)
			..
			controls (18.2,-7.87) and (18.2,-7.87) .. (18.2,-7.87) .. controls (18.22,-7.87) and (18.28,-7.84) .. (18.33,-7.82) -- (18.33,-7.82) -- (18.58, -7.94) -- (18.58,-7.94) -- (18.65,-8.01) -- (18.65,-8.01) .. controls (18.64,-8.02) and (18.63,-8.03) .. (18.64,-8.04) -- (18.64,-8.04)
			..
			controls (18.64,-8.04) and (18.64,-8.04) .. (18.64,-8.04) .. controls (18.64,-8.04) and (18.65,-8.04) .. (18.66,-8.04) .. controls (18.67,-8.04) and (18.68,-8.04) .. (18.69,-8.04) -- (18.69,-8.04) -- (18.72,-8.07) -- (18.72,-8.07) .. controls (18.72,-8.08) and (18.71,-8.09) ..
			(18.7,-8.09) -- (18.7,-8.09) -- (17.97,-8.38) -- (17.97,-8.38) -- (17.92,-8.35) -- (17.5,-7.84) .. controls (17.5,-7.84) and (17.5,-7.84) ..
			(17.5,-7.84)
			..
			controls (17.5,-7.84) and (17.5,-7.84) .. (17.5,-7.84) -- (17.27,-7.93)
			..
			controls (17.27,-7.93) and (17.27,-7.93) .. (17.27,-7.93) -- (17.36,-8.6) -- (17.36,-8.6) -- (16.84,-8.44) -- (16.84,-8.44) .. controls (16.77,-8.41) and (16.7,-8.38) .. (16.64,-8.38) .. controls (16.64,-8.38) and (16.63,-8.38) .. (16.63,-8.38) .. controls (16.58,-8.38) and (16.54,-8.4) ..
			(16.5, -8.42) .. controls (16.5,-8.42) and (16.49,-8.42) ..
			(16.49,-8.42)
			..
			controls (16.49,-8.42) and (16.5,-8.42) .. (16.5,-8.42) -- (17.18,-8.78) -- (17.18,-8.78) .. controls (17.15,-8.81) and (17.11,-8.84) ..
			(17.09, -8.87) .. controls (17.07,-8.9) and (17.06,-8.92) ..
			(17.09,-8.94)
			..
			controls (17.09,-8.94) and (17.09,-8.95) .. (17.09,-8.95) .. controls (17.15,-8.98) and (17.35,-8.98) .. (17.54,-8.98) -- (17.54,-8.98) -- (17.89,-9.18) .. controls (17.89,-9.18) and (17.89,-9.18) ..
			(17.89, -9.18) .. controls (17.89,-9.18) and (17.89,-9.18) ..
			(17.89,-9.18) -- (18.02,-9.13) .. controls (18.02,-9.13) and (18.02,-9.13) ..
			(18.02, -9.13) .. controls (18.02,-9.13) and (18.02,-9.13) ..
			(18.02,-9.13) -- (17.92,-8.96) -- (17.92,-8.96) .. controls (18.09,-8.95) and (18.25,-8.93) .. (18.44,-8.89) .. controls (18.63,-8.85) and (18.85,-8.77) ..
			(19.07, -8.7) -- (19.07,-8.7) .. controls (19.13,-8.71) and (19.19,-8.71) ..
			(19.25, -8.71) .. controls (19.27,-8.71) and (19.29,-8.71) ..
			(19.31,-8.7)
			..
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			(19.78,-8.82) .. controls (19.78,-8.82) and (19.79,-8.82) ..
			(19.79, -8.82) .. controls (19.79,-8.82) and (19.79,-8.82) ..
			(19.79,-8.82)
			..
			controls (19.81,-8.82) and (19.87,-8.79) .. (19.93,-8.77) -- (19.93,-8.77) -- (19.94,-8.78) -- (19.94,-8.78) .. controls (19.94,-8.79) and (19.93,-8.8) .. (19.93,-8.8) .. controls (19.92,-8.81) and (19.92,-8.81) ..
			(19.92, -8.82) .. controls (19.92,-8.82) and (19.92,-8.82) ..
			(19.93,-8.82) -- (19.93,-8.82) .. controls (19.93,-8.82) and (19.93,-8.82) ..
			(19.93, -8.82) .. controls (19.94,-8.82) and (19.97,-8.81) ..
			(20,-8.79) -- (20, -8.79) -- (20.12,-8.9) -- (20.12,-8.9) .. controls (20.12,-8.9) and (20.11,-8.91) .. (20.11,-8.91) .. controls (20.09,-8.94) and (20.07,-8.96) ..
			(20.08,-8.97) .. controls (20.08,-8.97) and (20.08,-8.97) ..
			(20.08, -8.97) .. controls (20.08,-8.97) and (20.08,-8.97) ..
			(20.09,-8.97)
			..
			controls (20.1,-8.97) and (20.14,-8.96) .. (20.18,-8.94) -- (20.18,-8.94) -- (20.34,-9.07) -- (20.34,-9.07) .. controls (20.32,-9.11) and (20.29,-9.15) .. (20.31,-9.16) .. controls (20.31,-9.16) and (20.31,-9.16) ..
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			..
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			..
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			(13.63, -15.68) .. controls (13.63,-15.7) and (13.63,-15.73) ..
			(13.62,-15.76)
			..
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			(13.73,-16.44) .. controls (13.85,-16.46) and (14.03,-16.46) ..
			(14.06, -16.44) .. controls (14.07,-16.44) and (14.08,-16.42) ..
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			..
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			(15.25, -16.41) .. controls (15.33,-16.39) and (15.33,-16.39) ..
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			..
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			..
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			..
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			(15.65, -12.6) .. controls (15.67,-12.59) and (15.68,-12.61) ..
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			..
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			(16.36, -13.57) .. controls (16.37,-13.67) and (16.37,-13.71) ..
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			..
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			(16.86,-15.07) .. controls (16.86,-15.08) and (16.87,-15.09) ..
			(16.87, -15.1) .. controls (16.87,-15.11) and (16.88,-15.15) ..
			(16.89,-15.18)
			..
			controls (16.91,-15.24) and (16.93,-15.31) .. (16.95,-15.38) .. controls (16.98,-15.5) and (16.99,-15.54) .. (17.04,-15.6) .. controls (17.08,-15.65) and (17.09,-15.67) .. (17.12,-15.78) .. controls (17.14,-15.87) and (17.14,-15.89) .. (17.16,-15.89) .. controls (17.16,-15.9) and (17.18,-15.9) .. (17.19,-15.9) .. controls (17.21,-15.9) and (17.21,-15.9) ..
			(17.22,-15.97) .. controls (17.22,-16.03) and (17.23,-16.11) ..
			(17.24, -16.15) .. controls (17.25,-16.19) and (17.27,-16.21) ..
			(17.29,-16.25)
			..
			controls (17.3,-16.27) and (17.31,-16.29) .. (17.31,-16.3) .. controls (17.31,-16.32) and (17.34,-16.41) .. (17.35,-16.44) .. controls (17.37,-16.47) and (17.38,-16.46) .. (17.49,-16.42) .. controls (17.5,-16.41) and (17.54,-16.4) .. (17.58,-16.39) .. controls (17.68,-16.35) and (17.7,-16.34) .. (17.77,-16.31) .. controls (17.8,-16.29) and (17.83,-16.28) ..
			(17.83,-16.28) .. controls (17.84,-16.26) and (17.84,-16.24) ..
			(17.83, -16.23) .. controls (17.83,-16.22) and (17.82,-16.21) ..
			(17.82,-16.2)
			..
			controls (17.83,-16.19) and (17.83,-16.19) .. (17.84,-16.18) .. controls (17.88,-16.18) and (17.98,-16.17) .. (18.03,-16.16) .. controls (18.08,-16.16) and (18.19,-16.15) .. (18.22,-16.14) .. controls (18.31,-16.12) and (18.48,-16.05) .. (18.61,-15.97) .. controls (18.64,-15.95) and (18.67,-15.93) .. (18.68,-15.93) .. controls (18.68,-15.93) and (18.71,-15.91) ..
			(18.73,-15.9) .. controls (18.84,-15.82) and (18.98,-15.71) ..
			(18.98, -15.69) .. controls (18.98,-15.66) and (18.94,-15.6) ..
			(18.91,-15.58)
			..
			controls (18.88,-15.55) and (18.86,-15.55) .. (18.82,-15.55) .. controls (18.78,-15.55) and (18.75,-15.56) .. (18.63,-15.61) .. controls (18.51,-15.66) and (18.48,-15.66) .. (18.39,-15.65) .. controls (18.31,-15.65) and (18.16,-15.61) .. (18.14,-15.59) .. controls (18.13,-15.59) and (18.12,-15.58) .. (18.11,-15.59) .. controls (18.1,-15.59) and (18.1,-15.59) ..
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			(18.06, -15.56) .. controls (18.06,-15.57) and (18.04,-15.58) ..
			(18.03,-15.57)
			..
			controls (18.03,-15.57) and (18.03,-15.55) .. (18.03,-15.54) .. controls (18.03,-15.53) and (18.03,-15.52) .. (18.01,-15.52) .. controls (18,-15.51) and (17.99,-15.52) .. (17.98,-15.53) .. controls (17.98,-15.55) and (17.98,-15.55) .. (17.97,-15.55) .. controls (17.94,-15.55) and (17.91,-15.52) .. (17.86,-15.48) .. controls (17.8,-15.42) and (17.79,-15.39) ..
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			(17.81, -15.32) .. controls (17.8,-15.27) and (17.8,-15.26) ..
			(17.78,-15.24)
			..
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			(17.5, -14.33) .. controls (17.48,-14.26) and (17.47,-14.22) ..
			(17.44,-14.14)
			..
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			(17.03, -12.67) .. controls (17,-12.64) and (16.98,-12.62) ..
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			..
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			..
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			..
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			(16.39, -10.42) .. controls (16.39,-10.39) and (16.39,-10.38) ..
			(16.37,-10.34)
			..
			controls (16.33,-10.27) and (16.34,-10.26) .. (16.4,-10.23) .. controls (16.48,-10.18) and (16.5,-10.13) .. (16.49,-10.06) .. controls (16.48,-10.03) and (16.48,-10) .. (16.48,-9.99) .. controls (16.47,-9.96) and (16.47,-9.92) .. (16.47,-9.78) .. controls (16.47,-9.55) and (16.46,-9.36) .. (16.44,-9.18) .. controls (16.44,-9.13) and (16.43,-9.07) ..
			(16.43, -9.03) .. controls (16.42,-8.99) and (16.42,-8.95) ..
			(16.41,-8.93)
			..
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			(16.2, -7.76) .. controls (16.19,-7.72) and (16.18,-7.7) ..
			(16.15,-7.63)
			..
			controls (16.12,-7.56) and (16.12,-7.54) .. (16.12,-7.52) .. controls (16.13,-7.49) and (16.15,-7.47) .. (16.21,-7.43) .. controls (16.25,-7.4) and (16.26,-7.4) .. (16.26,-7.38) .. controls (16.26,-7.36) and (16.23,-7.34) .. (16.15,-7.27) .. controls (16.12,-7.24) and (16.09,-7.21) ..
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			(16.17,-7.09)
			..
			controls (16.21,-7.05) and (16.26,-7) .. (16.27,-6.99) .. controls (16.3,-6.97) and (16.32,-6.97) .. (16.39,-7) .. controls (16.47,-7.02) and (16.52,-7.02) .. (16.55,-7) .. controls (16.6,-6.98) and (16.61,-6.95) ..
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			(16.61, -6.81) .. controls (16.63,-6.79) and (16.63,-6.78) ..
			(16.64,-6.76)
			..
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			(16.74, -6.58) .. controls (16.76,-6.58) and (16.78,-6.58) ..
			(16.79,-6.58)
			..
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			(16.77, -6.19) .. controls (16.77,-6.17) and (16.77,-6.15) ..
			(16.76,-6.14)
			..
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			(16.84,-5.8) .. controls (16.87,-5.74) and (16.85,-5.65) ..
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			..
			controls (16.75,-5.58) and (16.73,-5.57) .. (16.71,-5.57) .. controls (16.7,-5.57) and (16.69,-5.57) .. (16.68,-5.56) .. controls (16.67,-5.56) and (16.67,-5.56) .. (16.66,-5.56) .. controls (16.66,-5.56) and (16.64,-5.55) .. (16.63,-5.54) .. controls (16.62,-5.54) and (16.61,-5.53) ..
			(16.6,-5.53) .. controls (16.59,-5.53) and (16.58,-5.53) ..
			(16.58,-5.52)
			..
			controls (16.56,-5.51) and (16.52,-5.48) .. (16.5,-5.48) .. controls (16.49,-5.48) and (16.46,-5.48) .. (16.42,-5.47) .. controls (16.23,-5.4) and (16.1,-5.38) .. (16.01,-5.4) -- cycle
			(13.58,-12.47) .. controls (13.58,-12.53) and (13.56,-12.65) .. (13.55,-12.65) .. controls (13.54,-12.65) and (13.52,-12.63) .. (13.52,-12.61) .. controls (13.52,-12.59) and (13.56,-12.46) .. (13.57,-12.45) .. controls (13.58,-12.45) and (13.58,-12.45) ..
			(13.58,-12.47) -- cycle
			(11.02,-15.99) .. controls (11.02,-16.01) and (11.02,-16.01) .. (11.01,-16.02) .. controls (11,-16.04) and (10.99,-16.03) ..
			(11,-16.01) .. controls (11,-15.98) and (11,-15.97) ..
			(11.01, -15.98) .. controls (11.02,-15.98) and (11.02,-15.98) ..
			(11.02,-15.99) -- cycle;

		\begin{scope}[fill=c2f4165]
			\path[fill=c2f4165] (12.34,-17.01) -- (12.34,-17.01) -- (12.34,-17.01) -- (12.34,-17.01);

		\end{scope}
	\end{tikzpicture}
        

👤 Bot-Tikz 08/11/2025 09:56

0 0

0

Code TikZ:

            \begin{tikzpicture}[sibling distance=10em,
  every node/.style = {shape=rectangle, rounded corners,
    draw, align=center,
    top color=white, bottom color=blue!20}]]
  \node {Formulas}
    child { node {single-line} }
    child { node {multi-line}
      child { node {aligned at}
        child { node {relation sign} }
        child { node {several places} }
        child { node {center} } }
      child { node {first left,\\centered,\\last right} } };
\end{tikzpicture}
        

👤 huongnamvuphuong 08/11/2025 09:55

1 1

0

Code TikZ:

            \begin{tikzpicture}
	\colorlet{polecolor}{black!85}
	\colorlet{insulatorcolor}{gray!60!blue!50}
	\tikzset{
		insulator/.pic={
			\draw[insulatorcolor!70!black, line width=0.7pt] (0,0) -- (0,0.4);
			\fill[insulatorcolor] (0,0.4) ellipse (0.06cm and 0.04cm);
			\fill[insulatorcolor] (0,0.25) ellipse (0.12cm and 0.07cm);
		}
	}
	\draw[polecolor, line width=0.4cm, line cap=butt] (0,0) -- (0,12);
	\draw[polecolor, line width=0.3cm, line cap=butt] (-2.5, 10.5) -- (2.5, 10.5);
	\draw[polecolor, line width=0.3cm, line cap=butt] (-2.5, 9) -- (2.5, 9);
	\draw[polecolor, line width=1pt] (-1.8, 10.35) -- (-0.2, 9.7);
	\draw[polecolor, line width=1pt] (1.8, 10.35) -- (0.2, 9.7);
	\draw[polecolor, line width=1pt] (-1.8, 8.85) -- (-0.2, 8.2);
	\draw[polecolor, line width=1pt] (1.8, 8.85) -- (0.2, 8.2);
	\draw[polecolor, line width=1.2pt] (0, 9.15) -- (0, 9.4);
	\foreach \x in {-2.1, -1.1, 1.1, 2.1} {
		\path (\x, 10.65) pic {insulator};
	}
	\foreach \x in {-2.1, -1.1, 1.1, 2.1} {
		\path (\x, 9.15) pic {insulator};
	}
\end{tikzpicture}
        

👤 Bot-Tikz 07/11/2025 12:12

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0

Code TikZ:

            \begin{tikzpicture}[line cap=round,line join=round,font=\footnotesize,>=stealth,scale=0.75]
				\draw[->] (-2,0)--(2.5,0) node[above] {$x$};
				\draw[->] (0,-3)--(0,1) node[left] {$y$};
				\fill (0,0) circle (1pt) node [above right] {$O$}; 
				\draw [samples=100, domain=-1.35:1.82] plot (\x, {-1*(\x)^3+(\x)^2+(\x)-2});
				\fill(0,-1) node[above right=-3pt]{$-1$} circle(1pt); 
				\fill(0,-2) node[below right=-3pt]{$-2$} circle(1pt); 
				\foreach \x in {-1,1}
				\fill(\x,0) node[above]{$\x$} circle(1pt) circle(1pt); 
				\fill(1,-1) circle(1pt) (-1,-1) circle(1pt); 
				\draw[dashed](-1,0)|-(0,-1) (1,0)|-(0,-1);
	\end{tikzpicture}
        

👤 Bot-Tikz 07/11/2025 12:06

0 0

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Code TikZ:

            \begin{tikzpicture}[line cap=round,line join=round,font=\footnotesize,>=stealth,scale=0.75]
				\draw[->] (-3,0)--(1,0) node[above] {$x$};
				\draw[->] (0,-3)--(0,1) node[left] {$y$};
				\fill (0,0) circle (1pt) node [above right] {$O$}; 
				\draw [samples=100, domain=-2.35:0.82] plot (\x, {-(\x)^3-2*(\x)^2-1});
				\fill(0,-1) node[above right=-3pt]{$-1$} circle(1pt); 
				\fill(0,-2) node[below left=-3pt]{$-2$} circle(1pt); 
				\foreach \x in {-1,-2}
				\fill(\x,0) node[above]{$\x$} circle(1pt) circle(1pt); 
				\fill(-2,-1) circle(1pt) (-1,-2) circle(1pt); 
				\draw[dashed](-1,0)|-(0,-2) (-2,0)|-(0,-1);
	\end{tikzpicture}
        

👤 Bot-Tikz 07/11/2025 11:57

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Code TikZ:

            {\begin{tikzpicture}[line cap=round,line join=round,font=\footnotesize,>=stealth,scale=0.75]
			\draw[->] (-2,0)--(2,0) node[above] {$x$};
			\draw[->] (0,-1)--(0,3) node[left] {$y$};
			\fill (0,0) circle (1pt) node [below right] {$O$}; 
			\draw [samples=100, domain=-1.35:1.82] plot (\x, {(\x)^3-1*(\x)^2-1*(\x)+2});
			\fill(0,1) node[below right=-3pt]{$1$} circle(1pt); 
			\fill(0,2) node[right]{$2$} circle(1pt); 
			\foreach \x in {-1,1}
			\fill(\x,0) node[below]{$\x$} circle(1pt) circle(1pt); 
            \fill(-1,1) circle(1pt) (0,2) circle(1pt) (1,1) circle(1pt);
            \draw[dashed](-1,0)|-(0,1) (1,0)|-(0,1) ;
	\end{tikzpicture}}
        

👤 Bot-Tikz 07/11/2025 11:42

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Code TikZ:

            {\begin{tikzpicture}[line cap=round,line join=round,font=\footnotesize,>=stealth,scale=0.75]
			\draw[->] (-3,0)--(1,0) node[above] {$x$};
			\draw[->] (0,-1)--(0,3) node[left] {$y$};
			\fill (0,0) circle (1pt) node [below right] {$O$}; 
			\draw [samples=100, domain=-2.35:0.82] plot (\x, {(\x)^3+2*(\x)^2+1});
			\fill(0,1) node[below right=-3pt]{$1$} circle(1pt); 
			\fill(0,2) node[right]{$2$} circle(1pt); 
			\foreach \x in {-1,-2}
			\fill(\x,0) node[below]{$\x$} circle(1pt) circle(1pt); 
            \fill(-2,1) circle(1pt) (-1,2) circle(1pt); 
            \draw[dashed](-1,0)|-(0,2) (-2,0)|-(0,1);
	\end{tikzpicture}}
        

👤 khangvotranphuc 07/11/2025 09:52

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Code TikZ:

            \begin{tikzpicture}[x={(0.8cm,-0.1cm)}, y={(-0.6cm,-0.3cm)}, z={(0cm,0.8cm)}, line width=2pt, rounded corners=1.5pt, line join=round]
			\definecolor{rubikRed}{RGB}{213,4,4}
			\definecolor{rubikYellow}{RGB}{255,213,0}
			\definecolor{rubikBlue}{RGB}{0,70,173}
			\definecolor{rubikBlack}{RGB}{20,20,20}
			\tikzset{draw=rubikBlack}
			
			\foreach \i in {0,1,2} {
				\foreach \j in {0,1,2} {
					\draw[fill=rubikBlue] (3,\i,\j) -- (3,\i+1,\j) -- (3,\i+1,\j+1) -- (3,\i,\j+1) -- cycle;
				}
			}
			\foreach \i in {0,1,2} {
				\foreach \j in {0,1,2} {
					\draw[fill=rubikYellow] (\i,3,\j) -- (\i+1,3,\j) -- (\i+1,3,\j+1) -- (\i,3,\j+1) -- cycle;
				}
			}
			\foreach \i in {0,1,2} {
				\foreach \j in {0,1,2} {
					\draw[fill=rubikRed] (\i,\j,3) -- (\i+1,\j,3) -- (\i+1,\j+1,3) -- (\i,\j+1,3) -- cycle;
				}
			}
		\end{tikzpicture}
        

👤 khangvotranphuc 07/11/2025 09:48

0 0

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Code TikZ:

            	\begin{tikzpicture}[scale=1, line join=round, line cap=round, thick]
			%Gán số liệu.
			\def\canhAD{4};\def\canhBA{3};\def\gocBAD{-130};\def\h{4};\def\xdinhAprime{0};
			
			%Gán tọa độ.
			\coordinate (A) at (0,0);
			\coordinate (B) at ($(A)+(\gocBAD:\canhBA)$);
			\coordinate (C) at ($(B)+(0:\canhAD)$);
			\coordinate (D) at ($(A)+(0:\canhAD)$);
			\coordinate (A') at ($(A)+(\xdinhAprime,\h)$);
			\coordinate (B') at ($(B)+(\xdinhAprime,\h)$);
			\coordinate (C') at ($(C)+(\xdinhAprime,\h)$);
			\coordinate (D') at ($(D)+(\xdinhAprime,\h)$);
			
			%==== Các khối cầu 3D ====
			\shade[ball color=violet, opacity=0.85] (3,0.4) circle(1cm);
			\shade[ball color=pink!80, opacity=0.85] (0.5,3) circle(1cm);
			\shade[ball color=yellow!20!orange, opacity=0.85] (1,0.8) circle(2cm);
			\shade[ball color=green!60!yellow, opacity=0.85] (-0.9,-1.3) circle(1cm);
			\shade[ball color=blue!80!cyan, opacity=0.85] (1.6,-1.3) circle(1cm);
			\shade[ball color=red!80!pink, opacity=0.85] (3,3) circle(1cm);
			\shade[ball color=cyan!60!white, opacity=0.85] (-0.8,1.5) circle(1cm);
			\shade[ball color=black!60, opacity=0.85] (1.4,1.5) circle(1cm);
			%==== Khối lăng trụ ====
			\draw (A')--(B')--(B)--(C)--(C')--(D')--cycle (B')--(C') (D')--(D)--(C);
			%\draw[dashed] (A)--(D) (A')--(A)--(B);
			
		\end{tikzpicture}
        

👤 khangvotranphuc 07/11/2025 09:26

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Code TikZ:

            \begin{tikzpicture}[thick]
\def\r{2.5}
\coordinate (O) at (0,0);
\coordinate (E) at (90:\r);
\coordinate (D) at (45:\r);
\coordinate (H) at (0:\r);
\coordinate (C) at (-45:\r);
\coordinate (G) at (-90:\r);
\coordinate (B) at (-135:\r);
\coordinate (F) at (180:\r);
\coordinate (A) at (135:\r);
\draw[red] (O) circle (\r);
\foreach \p in {A,B,C,D,E,F,G,H}
{
    \draw[blue] (O) -- (\p);
}
\draw[teal] (A) -- (F) -- (B) -- (G) -- (C) -- (H) -- (D) -- (E) -- cycle;
\draw[cyan] (A) -- (B) -- (C) -- (D) -- cycle;
\draw (O) ++(135:0.6) arc (135:90:0.6);
\node at (112.5:0.8) {$45^\circ$};
\foreach \p/\angle in {A/135, B/225, C/-45, D/45, E/90, F/180, G/-90, H/0, O/-60}
{
    \fill (\p) circle (1pt);
    \node at ($(\p)+(\angle:0.3cm)$) {$\p$};
}
\end{tikzpicture}
        

👤 Bot-Tikz 07/11/2025 08:19

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0

Code TikZ:

            \begin{tikzpicture}
    \begin{axis}[
        ybar,
        ylabel={Doanh thu (triệu VND)},
        symbolic x coords={Q1,Q2,Q3,Q4},
        xtick=data,
        ymin=0,
        ymax=200
    ]
        \addplot coordinates {
            (Q1,100) (Q2,150) (Q3,120) (Q4,180)
        };
    \end{axis}
\end{tikzpicture}
        

👤 khangvotranphuc 05/11/2025 15:40

1 1

0

Code TikZ:

            	\begin{tikzpicture}[scale=0.5, font=\footnotesize,>=stealth]
		\coordinate (B) at (0,1);
		\coordinate (A) at (-4,4);
		\coordinate (C) at (4,4);
		\coordinate (D) at (-4,5);
		\coordinate (E) at (4,5);
		\coordinate (F) at (0,2);
		\fill[green!60!cyan](A)--(B)--(C);
		\filldraw[pattern = grid,pattern color = olive](A)--(D)--(F)--(B)(A)--(D)--(E)--(C)(B)--(F)--(E)--(C);
		\draw[line width=3pt, brown!70!black] ($(A)!1.2!(D)$)--(A)($(C)!1.2!(E)$)--(C)($(B)!1.2!(F)$)--(B);
		\draw (A)--(B)--(C)--cycle;
		\path (D)--(E)node[midway, sloped, above]{$4m$} (A)--(B)node[midway, sloped, below]{$3m$} (B)--(C)node[midway, sloped, below]{$3m$} (E)--(C)node[midway, sloped, above]{$0,5m$};
		
	\end{tikzpicture}
        

👤 khangvotranphuc 05/11/2025 15:15

1 1

0

Code TikZ:

            \begin{tikzpicture}[scale=0.8, font=\footnotesize, line join=round, line cap=round,>=stealth]
			\draw (0,0) circle (2cm); % Vẽ vòng tròn với bán kính 2cm
			% Vẽ và tô màu một phần của hình quạt tròn
			\fill[red] (0,0) -- ({cos(18) * 2},{sin(18) * 2}) arc (18:36:2) -- cycle;
			
			% Vẽ các đường chia thành 20 phần, đánh số
			\foreach \i/\color in {1/red, 2/blue, 3/green, 4/orange, 5/purple, 6/brown, 7/pink, 8/gray, 9/red, 10/blue, 11/green, 12/orange, 13/purple, 14/brown, 15/pink, 16/gray, 17/red, 18/blue, 19/green, 20/orange} {
				% Vẽ và tô màu cho mỗi phần
				\fill[color=\color] (0,0) -- ({cos(\i*18) * 2},{sin(\i*18) * 2}) arc (\i*18:(\i+1)*18:2) -- cycle;
				% Đánh số vào giữa mỗi phần
				\node at ({cos(\i*18 + 9) * 1.5},{sin(\i*18 + 9) * 1.5}) {\bfseries\i};
			}
			\draw[->, thick, white] (0,0) -- ({cos(170) * 1.2},{sin(170) * 1.2});
	\end{tikzpicture}
        

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Tìm kiếm ảnh SVG

✨ Sinh mã TikZ từ mô tả

Có lỗi xảy ra

✅ Mã TikZ đã sinh

Chuyển đổi TikZ sang SVG/PNG/JPEG

📁 Files đã lưu (100 files)

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