In triangle ABC, AC=8.4cm ,BC=14cm ,P is a point of AB , CP=11.2 cm and angle ACP=angle B , then find the length of BP
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Answer:
3.78 cm
Step-by-step explanation:
In ΔABC & ΔAPC
∠A=∠A (Common Angle)
∠B = ∠ ACP ( Given)
BY AA property
ΔABC≈ΔAPC
By similarity
8.4 × 11.2 = AP × 14
AP= 6.72 cm
Similarly
AB × 11.2 = 8.4 × 14
AB = 10.50
BP = AB - AP
BP = 10.50 - 6.72
BP = 3.78 cm
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