Measures of some angles in the figure are given prove that AP/PB =AQ/QC
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Answer:
Proved that, AP/PB=AQ/QC
Step-by-step explanation:
From the picture, we can say that ABC is a triangle.
PQ is a line at the middle of the triangle ABC
The angle of ∠P=60° as in the picture.
So we can say ∠APQ=60°
Now, PQ is a parallel line of line BC or, PQ║BC
So the angle ∠B must be 60°
∴∠ABC=60°
Or, ∠ABC=∠APQ=60°
If PQ║BC then we can say that AP/PB=AQ/QC
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