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then,
by alternate interior angles
angle APC = angle x
so,
angle x = 60°
again by using alternte interior angles
angle PRD = angle APR
so,
angle APR measures 137°
angle APR = y + 60°
137° = y +60°
y =137° - 60°
y = 77°.
then,
by alternate interior angles
angle APC = angle x
so,
angle x = 60°
again by using alternte interior angles
angle PRD = angle APR
so,
angle APR measures 137°
angle APR = y + 60°
137° = y +60°
y =137° - 60°
y = 77°.
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Angle APQ = angle PQR ( alternate angles)
So angle PQR = x = 60
We know that exterior angle of a triangle = sum of the two interior opposite angles.
Hence PRD = QPR + PQR = x+y
137 = y + 60
Y = 137-60= 77
So angle PQR = x = 60
We know that exterior angle of a triangle = sum of the two interior opposite angles.
Hence PRD = QPR + PQR = x+y
137 = y + 60
Y = 137-60= 77
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