Question

What is the third measure of a triangle who’s angles are 37 and 61

Answer 1

Answer:

37+61+x=180

98+x=180

x=180-98

x=82°

the third angle is 82°

Answer 2

Answer:

The third angle would be of $82^\circ$ (assuming that the measures for the other two angles are in degrees.)

Step-by-step explanation:

The three angles of a triangle should add up to $180^\circ$.

Let the third angle be $x^\circ$.

$x + 37 + 61 = 180$.

Hence

$x + 98 = 180$.

Subtract $98$ from both sides of the equation:

$x = 180 - 98 = 82$.

Hence, the measure of the third angle of this triangle would be $82^\circ$.