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Angles in radians

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John Whitington
2023-07-19 13:39:58 +01:00
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@ -4371,7 +4371,7 @@ Lines may have dash patterns. A dash pattern consists of one or more numbers. Al
\noindent\verb!-pop! Pop graphics stack\\ \noindent\verb!-pop! Pop graphics stack\\
\noindent\verb!-matrix "a b c d e f"! Append to graphics matrix\\ \noindent\verb!-matrix "a b c d e f"! Append to graphics matrix\\
\noindent\verb!-mtrans "tx ty"! Translate the graphics matrix\\ \noindent\verb!-mtrans "tx ty"! Translate the graphics matrix\\
\noindent\verb!-mrot "x y a"! Rotate the graphics matrix counterclockwise around \texttt{(x, y)} by angle \texttt{a}\\ \noindent\verb!-mrot "x y a"! Rotate the graphics matrix counterclockwise around \texttt{(x, y)} by angle \texttt{a} in radians\\
\noindent\verb!-mscale "x y sx sy"! Scale the graphics matrix around \texttt{(x, y)}\\ \noindent\verb!-mscale "x y sx sy"! Scale the graphics matrix around \texttt{(x, y)}\\
\noindent\verb!-mshearx "x y a"! Shear the graphics matrix in X around \texttt{(x, y)} by angle \texttt{a}\\ \noindent\verb!-mshearx "x y a"! Shear the graphics matrix in X around \texttt{(x, y)} by angle \texttt{a}\\
\noindent\verb!-msheary "x y a"! Shear the graphics matrix in Y around \texttt{(x, y)} by angle \texttt{a} \noindent\verb!-msheary "x y a"! Shear the graphics matrix in Y around \texttt{(x, y)} by angle \texttt{a}