find angle man and AN is the bisector of angle BAC
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Answer:
in triangle ABM,
angle B + angle AMB + angle BAM = 180 { ANGLE SUM PROPERTY }
70 + 90 + angle BAM = 180
angle BAM = 180 - 160
angle BAM = 20.
IN triangle AMC,
angle AMC + angle MAC + angle C = 180 { ANGLE SUM PROPERTY }
90 + angle MAC + 20 = 180
angle MAC = 180 - 110
angle MAC = 70
angle MAN = angle NAC { a bisector divides a angle into two equal angles }
angle MAN = angle NAC = 70/2 =35
Therefore, angle MAN = 35
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