Use the Triangle Angle Sum Theorem to find the measures of each angle for the triangle shown in the diagram

Question

42, 44 and 79
50, 54 and 93
46, 49 and 85
46, 50 and 85

Answer 1

To use the Triangle Angle Sum Theorem, we need to add up the measures of all three angles in each triangle.

For the first triangle with angles measuring 42, 44, and 79, we can add them together:
42 + 44 + 79 = 165 degrees

For the second triangle with angles measuring 50, 54, and 93, we can add them together:
50 + 54 + 93 = 197 degrees

For the third triangle with angles measuring 46, 49, and 85, we can add them together:
46 + 49 + 85 = 180 degrees

For the fourth triangle with angles measuring 46, 50, and 85, we can add them together:
46 + 50 + 85 = 181 degrees

So, the measures of each angle for the first triangle are 42 degrees, 44 degrees, and 79 degrees.
The measures of each angle for the second triangle are 50 degrees, 54 degrees, and 93 degrees.
The measures of each angle for the third triangle are 46 degrees, 49 degrees, and 85 degrees.
And the measures of each angle for the fourth triangle are 46 degrees, 50 degrees, and 85 degrees.