In the diagram, mFLI is 106°, mFLG = (2x - 1) °, mGLH = (x + 17) °, and mHLI = (4x - 15) °. What is the measure of the smallest angle in the diagram? 15° 29° 32° 45°

Ok I think I have a visual, but if this isn't want the question wants, don't blame me because you couldn't put a diagram up.

106 = (2x-1) + (x+17) + (4x-15)

106 = 7x + 1

105 = 7x

/7 / 7

15 = x

mFLG = 2x - 1

2 (15) - 1

30 - 1

29

mGLH = x+17

15 + 17

32

mHLI = 4x - 15

4 (15) - 15

60 - 15

45

29 < 32

29 < 45

Therefore, the smallest angle is 29.

Proof = 29 + 32 + 45 = 106.