Triangle Pqr Has Vertices

The Vertices of a triangle PQR are P(2,1), Q(2,3) and R

Triangle Pqr Has Vertices. Reflection over the line x=a is accomplished by the transformation. If triangle pqr is rotated 180° about the origin, what is the length of side p'r?

The Vertices of a triangle PQR are P(2,1), Q(2,3) and R
The Vertices of a triangle PQR are P(2,1), Q(2,3) and R

Has vertices p (2,5), q (8,5), and r (8,1). The triangle is rotated 90 degrees counterclockwise using the origin as the center of rotation. Nasim says that q must have coordinates (6, 2). Web i give brainliest for the first out of two who answer!! Which graph shows the image, triangle p’q’r? Triangle pqr has vertex p at the origin. It is similar to triangle pqr and has coordinates p′ (1, −2), q′ (2, −3), and r′ (−5, 1). Web triangle pqr with vertices p (3, −6), q (6, −9), and r (−15, 3) is dilated by a scale factor of 3 to obtain triangle p′q′r′. Web we have been given the vertices of triangle pqr as: Triangle pqr has vertices p(8, 0), q(6, 2), and r(−2, −4).

If triangle pqr is rotated 180° about the origin, what is the length of side p'r? Triangle pqr is transformed to triangle p'q'r'. Web we have been given the vertices of triangle pqr as: Triangle p'q'r' has vertices p'(4, 0), q'(3, 1), and r'(−1, −2). Now coming to the solution as already mention in the question. Which graph shows the image, triangle p’q’r? 1 see answer advertisement cros7725 answer: Web triangle pqr has vertices p (0, 0), q (3, 4), and r (3, 0). The triangle is rotated 90 degrees counterclockwise using the origin as the center of rotation. Reflection over the line x=a is accomplished by the transformation. Web 12 a triangle has vertices a(−2,4), b(6,2), and c(1,−1).