Question

A triangle has vertices * F (6,3), G3,4), and F(1,7). What are the coordinates of each vertex if the triangle isrotated 180º about the origin counterclockwise?GOF"(6,5), G(-3,4), H'(-1,-1)OF"(-6,3), G(-3,4), H-1,7)O F"(6,-3), Gʻ3, -1). E'(1.-7)OF"(-6, -3), G'63,-4),H"-1, -7)

Answer 1

You have a triangle with the following vertices:

F (6,3)

G(3,4)

H(1,7)

If the triangle is rotated by 180° around the origin of the coordinate system, the new coordinates of the given vertices will be:

F (6,3) -> F'(-6,-3)

G(3,4) -> G'(-3,-4)

H(1,7) -> H'(-1,-7)

That is, the ne vertices has the same coefficients, but with opposite sings.

Then, the answer is:

F(-6, -3), G'(-3,-4), H'(-1, -7)