contestada

Find the coordinates of the image under the transformation (x – 4, y + 6) for ∆XYZ at X(-6, 1), Y(4, 0), Z(1, 3)
A. X’(-10, 7) Y’(0, 6) Z’(-3, 9)
B. X’(10, -7) Y’(0, -6) Z’(3, -9)
C. X’(-8, 7) Y’(-2, 0) Z’(-5, 8)
D. X’(-3, 2) Y’(1, 3) Z’(-3, 5)

Respuesta :

Answer:

4444444

Step-by-step explanation:

ffcccfcdxcvbnbvfdsdfghbjnmndsdfghjk i dont know step one multipy the 3 from the 4 divide thevanswer which we dont know

The coordinates of the image under the transformation (x – 4, y + 6) for ∆XYZ at X(-6, 1), Y(4, 0), Z(1, 3) will be X’(-10, 7), Y’(0, 6), Z’(-3, 9). Then the correct option is A.

What is a transformation of a point?

A spatial transformation is each mapping of feature space to itself and it maintains some spatial correlation between figures.

The coordinates of the image under the transformation (x – 4, y + 6) for ∆XYZ at X(-6, 1), Y(4, 0), Z(1, 3) will be

The rule of the transformation will be (x – 4, y + 6).

X' (x – 4, y + 6) ⇒ (–6 – 4, 1 + 6) ⇒ (– 10, 7)

Y' (x – 4, y + 6) ⇒ (4 – 4, 0 + 6) ⇒ (0, 6)

Z' (x – 4, y + 6) ⇒ (1 – 4, 3 + 6) ⇒ (–3, 9)

The coordinates of the image under the transformation (x – 4, y + 6) for ∆XYZ at X(-6, 1), Y(4, 0), Z(1, 3) will be X’(-10, 7), Y’(0, 6), Z’(-3, 9).

Then the correct option is A.

More about the transformation of a point link is given below.

https://brainly.com/question/27224339

#SPJ2

Q&A Education