Question

HIJK is a trapezoid with H(5, 4), I(10, -2), J(-8, -2), and K(-3, 4). Find the coordinates of the image of H under the translation vector 〈10, -11〉.

H'(20,-13)
H'(15,-7)
H'(-5,15)
H'(7,-7)

Answer 1

H'(15, - 7)

Explanation:

Given the translation < 10, - 11 >

Add 10 units to the x- coordinate of H and subtract 11 units from the y- coordinate of H, that is

H(5, 4) → H'(5 + 10, 4 - 11) → H'(15, - 7)

Answer 2

H’(15;-7) is my answer for your question