If the figure below is rotated 90° counterclockwise about the origin, what is the new location?

Answers
(0, -8), B’ (-6, 0), C’ (0, 8), D’ (6, 0)
A’ (-8, 0), B’ (0, 6), C’ (8, 0), D’ (0, -6)
A’ (0, 8), B’ (-6, 0), C’ (0, -8), D’ (6, 0)
A’ (0, -8), B’ (-6, 0), C’ (0, 8), D’ (6, 0)

Question

If the figure below is rotated 90° counterclockwise about the origin, what is the new location?

Answers
(0, -8), B’ (-6, 0), C’ (0, 8), D’ (6, 0) 
   A’ (-8, 0), B’ (0, 6), C’ (8, 0), D’ (0, -6) 
   A’ (0, 8), B’ (-6, 0), C’ (0, -8), D’ (6, 0) 
   A’ (0, -8), B’ (-6, 0), C’ (0, 8), D’ (6, 0)

anonymous · Answer

attachment

anonymous · Answer

its not the first one..

jamierox4ev3r · Answer

A'(0,-8), B'(-6,0), C'(0,8), D'(6,0) that would be the last choice also because it was rotated counter clockwise

jamierox4ev3r · Answer

lol you're right it is not the first one :)

anonymous · Answer

aghh I knew it! thanks . (x

jamierox4ev3r · Answer

no problem :)

anonymous · Answer

For each coordinate A, B, C, D, given in the form $\bf (x.y)$, when rotated 90 degrees above the origin will have new coordinate $\bf (y,-x)$ or $\bf (-y,x)$.

anonymous · Answer

@glitterythings

anonymous · Answer

yeah its right isn't it ? :o hah

anonymous · Answer

@glitterythings Do you know what I just said?

anonymous · Answer

yes basically your just rotation it and it switches. the x and y

anonymous · Answer

yup. switch coordinates and make 1 negative.