Question

Here are some pointsWhat are the coordinates of A, B, and C after a rotation of 90 degrees clockwise around theorigin?

Answer 1

`\begin{gathered} A^(\prime)(5,6) \\ B^(\prime)(2,-3) \\ C^(\prime)(-1,0) \end{gathered}`

Step-by-step explanation

When a point is rotated 90 degrees clockwise about the origin, it changes as follows:

`(x,y)\to(y,-x)`

The points A, B, and C have the coordinates:

`\begin{gathered} A(-6,5) \\ B(3,2) \\ C(0,-1) \end{gathered}`

After the rotation, they become:

`\begin{gathered} A(-6,5)\to A^(\prime)(5,6) \\ B(3,2)\to B^(\prime)(2,-3) \\ C(0,-1)\to C^(\prime)(-1,0) \end{gathered}`

That is the answer.