# This question says use the coordinate rules to rotate triangle ABC 90 degrees counterclockwise around the origin. List the coordinates and draw the image of triangle A' B' C'. In this case wouldn't...

This question says use the coordinate rules to rotate triangle ABC 90 degrees counterclockwise around the origin. List the coordinates and draw the image of triangle A' B' C'. In this case wouldn't (a, b) translate into (-b,a) since it says rotate ABC 90 degrees. I tried to draw the image based on the new coordinates but it looks nothing like triangle ABC.

http://static.panoramio.com/photos/medium/90173008.jpg

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We have given coordinates of triangle as,

A(1,2) ,B(3,-1) and C(-2,-2).

Thus

A'(-2,1),B'(1,3) and C'(2,-2)

equation of line A'B' is

y=(2/3)x+7/3

equation of line B'C'

y=-5x+8 and A"C" is

y=-(3/4)x-2/4

you are write ,translation of axis is not correct.

So how do I solve the problem? In the picture link A(-1,-2) B(1,2) C(3,-1). I'm supposed to rotate triangle ABC 90 degrees counterclockwise. I tried doing that but it did not look like triangle ABC. I don't think you understood my question.

We have given coordinates of triangle as,

A(1,2) ,B(3,-1) and C(-2,-2).

Thus

A'(-2,1),B'(1,3) and C'(2,-2)

equation of line A'B' is

y=(2/3)x+7/3

equation of line B'C'

y=-5x+8 and A"C" is

y=-(3/4)x-2/4

you are write ,translation of axis is not correct.