Question

What are the measures of the missing angles?
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Answer 1

Answer: ∠S = 121 degrees ∠N = 15 degrees

Explanation:

The sum of interior angles equals 180 degrees.

∠R + ∠S + ∠T = 180°

44 degrees + ∠S + 15 degrees = 180 degrees\\

59 degrees + S = 180 degrees\\

subtract 59 degrees from both sides of equal sign\\

59degrees + ∠S = 180degrees\\

-59degrees -59degrees\\

________________________\\

∠S = 121 degrees

∠L + ∠M + ∠N = 180°

44° + 121° + ∠N = 180°\\

165° + ∠N = 180°\\

subtract 165° from both sides of equal sign\\

165° + ∠N = 180°\\

-165° -165°\\

________________________\\

∠N = 15°

Answer 2

15

Explanation:

inside of triangles have to equal 180 so 121+44= 165

180-165=15