Explanation:
2p-5=p+5
p=10°
2m=10
m=5
Answer:
m = 5
p = 10
In triangle HIJ,
IH = IJ.. (given)
Therefore,
2m = 10
m = 10/2
IK is angle bisector of triangle HIJ.
So,
(2p - 5)° = (p = 5)°
2p - 5 = p + 5
2p - p = 5 + 5
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