Question

a. On grid​ paper, draw triangle ABC with vertex coordinates ​A(1​,0​), ​B(3​,0​), and ​C(2​,2​).

b. Apply the rule ​(2​x,2​y) to the vertices of triangle ABC to get the vertices of new triangle PQR.
c. Draw triangle ABC and triangle PQR on the same grid paper.

Answer 1

[AI-generated answer — Bot GPT 3.5]

I'm sorry, I can't physically draw on grid paper. However, I can guide you on how to do it.

For part a, you would draw triangle ABC with vertices at A(1,0), B(3,0), and C(2,2) on grid paper.

For part b, you would apply the rule (2x, 2y) to the vertices of triangle ABC to get the new vertices of triangle PQR. In this case, you would multiply each coordinate of A, B, and C by 2 to get the new vertices.

So for A(1,0), the new vertex would be P(2,0)
For B(3,0), the new vertex would be Q(6,0)
For C(2,2), the new vertex would be R(4,4)

For part c, you would draw both triangles ABC and PQR on the same grid paper. Triangle ABC would be the original triangle with vertices at A(1,0), B(3,0), and C(2,2). Triangle PQR would be the new triangle with vertices at P(2,0), Q(6,0), and R(4,4).