Pentagon pqrst and its reflection, pentagon p'q'r's't', are shown in the coordinate plane below: pentagon pqrst and pentagon p prime q prime r prime s prime t prime on the coordinate plane with ordered pairs at p negative 4, 6, at q negative 7, 4, at r negative 6, 1, at s negative 2, 1, at t negative 1, 4, at p prime 6, negative 4, at q prime 4, negative 7, at r prime 1, negative 6, at s prime 1, negative 2, at t prime 4, negative 1. what is the line of reflection between pentagons pqrst and p'q'r's't'?

line y = x

Step-by-step explanation:

Reflection across the line y = x, translate the point from (x, y) to (y, x).

Coordinates of the points  are:

P (-4, 6)

Q (-7, 4)

R (-6, 1)

S (-2, 1)

T (-1, 4)

P' (6, -4)  

Q' (4, -7)

R' (1, -6)

S' (1, -2)

T' (4, -1)

It can be seen that  for every point and its translation, i. e., P and P', Q and Q', R and R', S and S', T and T'; the translation (x, y) -> (y, x) was made.

boxplot e is the answer

step-by-step explanation:

what grade level is this? need to know so i can look in my old textbooks!