the vertices of a triangle are p(2,8, q(-8,-7)and r(5,-6). name the vertices of the image refected in the x-axis?
To find the vertices of the image reflected in the x-axis, we need to change the signs of the y coordinates while keeping the x and z coordinates the same.
Given the original vertices of the triangle:
P(2, 8)
Q(-8, -7)
R(5, -6)
To reflect the vertices in the x-axis, change the signs of the y-coordinates:
P' (2, -8)
Q' (-8, 7)
R' (5, 6)
So, the vertices of the triangle after reflection in the x-axis are:
P'(2, -8)
Q'(-8, 7)
R'(5, 6)
To find the vertices of the image reflected in the x-axis, we need to take the original coordinates and negate the y and z values.
Given the original vertices:
P(2,8)
Q(-8,-7)
R(5,-6)
The reflected vertices in the x-axis would be:
P'(2,-8)
Q'(-8,7)
R'(5,6)
So, the vertices of the triangle after reflecting in the x-axis are P'(2,-8), Q'(-8,7), and R'(5,6).