File SVG của tôi - TikZ to SVG

Hiepnig04

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📂 Danh sách các file SVG đã tạo

👤 15:51:59 - 06/09/2025

2 2

Code TikZ:

            \begin{tikzpicture}

\draw (-2,0) -- (2,0);
\filldraw [red] (0,0) circle (4pt);
\draw (-2,-2) .. controls (0,0) .. (2,-2);
\draw (-2,2) .. controls (-1,0) and (1,0) .. (2,2);

\end{tikzpicture}
        

👤 23:07:00 - 25/07/2025

3 3

Code TikZ:

            \begin{tikzpicture}

\draw (-2,0) -- (2,0);
\filldraw [red] (0,0) circle (2pt);
\draw (-2,-2) .. controls (0,0) .. (2,-2);
\draw (-2,2) .. controls (-1,0) and (1,0) .. (2,2);

\end{tikzpicture}
        

👤 13:34:36 - 14/07/2025

3 3

Code TikZ:

            \begin{tikzpicture}
\draw[red] (1,1) circle (1);
\fill (1,1) circle (1pt);
\draw (-1,-1)--(2,2);
\end{tikzpicture}
112
        

👤 22:22:15 - 12/07/2025

2 2

Code TikZ:

            \begin{tikzpicture}[line cap=round,line join=round,font=\footnotesize,>=stealth,scale=1]
		\fill (0,0) coordinate [label=above left:$A$] (A) circle(1pt)
		(0:4) coordinate [label=below right:$B$] (B) circle(1pt)
		(-30:3) coordinate [label=below:$C$] (C) circle(1pt)
		(90:3) coordinate [label=left:$E$] (A') circle(1pt)
		($(A)+(C)-(B)$) coordinate [label=below right:$D$] (D) circle(1pt)
		($(A')+(B)-(A)$) coordinate [label=below right:$F$] (B') circle(1pt)
		($(A')+(C)-(A)$) coordinate [label=below right:$G$] (C') circle(1pt)
		($(A')+(C')-(B')$) coordinate [label=below right:$H$] (D') circle(1pt);
		\draw[thick,cyan] (C')--(D')--(A')--(B') (C)--(C') (C)--(B)--(B')--(C') (C)--(D)--(D');
		\draw[dashed,red] (D)--(A)--(B) (A')--(A);
	\end{tikzpicture}01
        

👤 18:39:24 - 11/07/2025

1 1

Code TikZ:

            \begin{tikzpicture}[line cap=round,line join=round,font=\footnotesize,>=stealth,scale=1]
		\fill (0,0) coordinate [label=above left:$A$] (A) circle(1pt)
		(0:4) coordinate [label=below right:$B$] (B) circle(1pt)
		(-30:3) coordinate [label=below:$C$] (C) circle(1pt)
		(90:3) coordinate [label=left:$E$] (A') circle(1pt)
		($(A)+(C)-(B)$) coordinate [label=below right:$D$] (D) circle(1pt)
		($(A')+(B)-(A)$) coordinate [label=below right:$F$] (B') circle(1pt)
		($(A')+(C)-(A)$) coordinate [label=below right:$G$] (C') circle(1pt)
		($(A')+(C')-(B')$) coordinate [label=below right:$H$] (D') circle(1pt);
		\draw[thick,dashed,cyan] (C')--(D')--(A')--(B') (C)--(C') (C)--(B)--(B')--(C') (C)--(D)--(D');
		\draw[dashed,red] (D)--(A)--(B) (A')--(A);
	\end{tikzpicture}
        

👤 23:45:27 - 10/07/2025

1 1

Code TikZ:

            \begin{tikzpicture}[angle radius=.75cm]

  \node (A) at (-2,0)     [red,left]   {$S_2$};
  \node (B) at ( 3,.5)    [red,right]  {$B$};
  \node (C) at (-2,2)     [blue,left]  {$C$};
  \node (D) at ( 3,2.5)   [blue,right] {$D$};
  \node (E) at (60:-5mm)  [below]      {$E$};
  \node (F) at (60:3.5cm) [above]      {$F$};

  \coordinate (X) at (intersection cs:first line={(A)--(B)}, second line={(E)--(F)});
  \coordinate (Y) at (intersection cs:first line={(C)--(D)}, second line={(E)--(F)});

  \path
    (A) edge [red, thick]  (B)
    (C) edge [blue, thick] (D)
    (E) edge [thick]       (F)
      pic ["$\alpha$", draw, fill=yellow]   {angle = F--X--A}
      pic ["$\beta$",  draw, fill=green!30] {angle = B--X--F}
      pic ["$\gamma$", draw, fill=yellow]   {angle = E--Y--D}
      pic ["$\delta$", draw, fill=green!30] {angle = C--Y--E};

  \node at ($ (D)!.5!(B) $) [right=1cm,text width=6cm,rounded corners,fill=red!20,inner sep=1ex]
    {
      When we assume that $\color{red}AB$ and $\color{blue}CD$ are
      parallel, i.\,e., ${\color{red}AB} \mathbin{\|} \color{blue}CD$,
      then $\alpha = \gamma$ and $\beta = \delta$.
    };
\end{tikzpicture}
        

👤 22:36:59 - 09/07/2025

2 2

Code TikZ:

            \begin{tikzpicture}[line cap=round,line join=round,font=\footnotesize,>=stealth,scale=1]
		\fill (0,0) coordinate [label=above left:$A$] (A) circle(1pt)
		(0:4) coordinate [label=below right:$B$] (B) circle(1pt)
		(-30:3) coordinate [label=below:$C$] (C) circle(1pt)
		(90:3) coordinate [label=left:$E$] (A') circle(1pt)
		($(A)+(C)-(B)$) coordinate [label=below right:$D$] (D) circle(1pt)
		($(A')+(B)-(A)$) coordinate [label=below right:$F$] (B') circle(1pt)
		($(A')+(C)-(A)$) coordinate [label=below right:$G$] (C') circle(1pt)
		($(A')+(C')-(B')$) coordinate [label=below right:$H$] (D') circle(1pt);
		\draw[thick,green] (C')--(D')--(A')--(B') (C)--(C') (C)--(B)--(B')--(C') (C)--(D)--(D');
		\draw[dashed,red] (D)--(A)--(B) (A')--(A);
	\end{tikzpicture}01
        