Help check this!!! http://prnt.sc/cyjtua
@Directrix @ltrout @Bigbosssaint21 please check this!!
@milo123 Did you draw the two triangles on a graph?
If you look at the coordinates of △PQR and △P'Q'R', you will see that the coordinates of the vertices of △PQR have each been multiplied by 1/2 to get those of △P'Q'R'.
oh! i posted the wrong question lol! I still need help with this one though so thank you!
If two parallel lines are cut by a transversal, alternate interior angles are congruent. <PQR has measure 64.
The measure of an exterior angle of a triangle equals the sum of the measures of the two remote interior angles.
@milo123 ^^^
Your answer that is written on the image is incorrect for x.
um ok...where did i go wrong? @Directrix
You assumed that x = 64 at the beginning of the problem. I think you did this because angle x and <APQ were both arced but not with the same arc.
ok...so would it be this? Part A: x = 46. 64 + x = 110 Part B: I found the measure of angle x using the alternate angle theorem.........
^@Directrix
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