Question

HELP PLEASE QUICK, WILL GIVE BRAINLIEST!!!

1. Label the axis.

2. Graph: A (-3, 0) B (-2, 4) C (1, -1). Draw ABC in blue.

3. Rotate ABC 90 clockwise to create  A’B’C’ in red. Then list the coordinates below:
Formula: (x, y)  (y, -x)
A(-3, 0) A’
B(-2, 4) B’
C(1, -1) C’

4. Translate A’B’C’ three units down in green. What are the coordinates of A’’B’’C’’?
A”
B”
C”

Answer 1

3] Given the formula for the 90 degrees clockwise rotation;
the coordinates for A'B'C' will be:
(x,y)→(y,-x)
A(-3,0)→A'(0,3)
B(-2,4)→B'(4,2)
C(1,-1)→C'(-1,-1)

translating A'B'C' 3 units down, our new coordinates are:
A'(0,3)→A''(0,0)
B'(4,2)→B''(4,-1)
C'(-1,-1)→C''(-1,-4)

The figures are shown below:

Answer 2

Axes were labeled, then triangle ABC was drawn followed by a rotation of 90 degrees clockwise, and then it was translated three units down.

How rotation of a point by 90 degrees clockwise will take place?

When points will be rotated 90 degrees clockwise, the x will become y while y will become -x.

After rotation:

A (-3, 0) will become A' (0,3)

B (-2, 4) will become B'(4,2)

C (1, -1). will become C'(-1,-1)

After rotation of 90 degrees clockwise is performed, translation of three units down will be performed as follows:

A' (0,3) will become A'' (0,0)

B'(4,2) will become B''(4,-1)

C'(-1,-1) will become (-1,-4)

Thus, Axes were labeled, then triangle ABC was drawn followed by a rotation of 90 degrees clockwise, and then it was translated three units down.

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