Question

The following pairs of angle measures are the measures of 2 angles of 2 triangles. Which pair of triangles would NOT be simular because they do NOT have 2 pair of congruent angles?
41 and 20; 119 and 20
82 and 70; 28 and 70
58 and 30; 92 and 58
35 and 82; 82 and 73
~Please show work! And only answer if you know for sure! ^_^

Answer 1

So to solve this question, just add up all the three angles (ignoring the second pair of the same angle)

So for example:

A) $\sf{41+20+119=180}$

So that equals to 180, and so it is not the answer choice since the triangles would have similar angles.

B) $\sf{82+70+28= 180}$
Also not the correct answer choice.

C) $\sf{58+30+92= 180}$
Also not the correct answer choice.

D) $\sf{35+82+73=190}$
So this triangle will not have similar angles, thus your correct answer! :)

$\boxed{\sf{D ~which~is~35~and~82;~82~and~73~is~your~answer!}}$