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Write the coordinates of the vertices after a rotation of 90 degrees counter clock wise around the origin. Give me the coordinates and that’s it no explanation

Write The Coordinates Of The Vertices After A Rotation Of 90 Degrees Counter Clock Wise Around The Origin Give Me The Coordinates And Thats It No Explanation class=

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[tex]\begin{gathered} C(1,9) \\ D(4,9) \\ E\left(0,3\right) \\ Rotation\text{ of 90\degree counterclockwise} \\ The\text{ new coordinates will be \lparen-y,x\rparen} \\ Hence \\ C^{\prime}(-9,1) \\ D^{\prime}(-9,4) \\ E^{\prime}(-3,0) \end{gathered}[/tex]

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