The adjoining figure shows two straight lines AB and
CD intersecting at point P. If ZBPC = 4x - 5º and
ZAPD = 3x + 15°, find :
1 the value of x
2 angle APD
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Answer:
Step-by-step explanation:
X = 20 ∠BPC = ∠APD =75° & ∠BPD = 105°
Step-by-step explanation:
∠BPC = ∠APD ( opposite angle)
4X - 5 = 3X + 15
=> X = 20
∠BPC = ∠APD = 4 * 20 - 5 = 75°
∠BPC = ∠APD =75°
∠BPD = 180° - ∠APD = 180° - 75° = 105°
∠BPD = 105°
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and
CD intersecting at point P. If ZBPC = 4x - 5º and
ZAPD = 3x + 15°, find :
1 the value of x
2 angle APD
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