Question

Given a triangle ABC at points A = ( - 6, 3 ) B = ( - 4, 7 ) C = ( - 2, 3 ), and a first transformation of up 2 and right 3, and a second transformation of down 1 and left 6, what would be the location of the final point B'' ?

Answer 1

Answer:

B'' = (-7, 8)

Step-by-step explanation:

The points of the triangle are:

A = ( - 6, 3 ) B = ( - 4, 7 ) C = ( - 2, 3 )

The first transformation:

2 units up and 3 units right

B' = (-4+3, 7+2)

B' = (-1, 9)

Second transformation:

1 unit down, 6 units left

B'' = (-1-6, 9-1)

B'' = (-7, 8)