IN THE ADJOING FIGURE XY || BC .AX =p - 3 , BX =2p-2 AND AY/CY = 1/4 . FIND THE VALUE OF p
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Answer:Given: In △ABC, XY || BC ∴ XB/AX= YC/AY (∵ Thales theorem)
2p−2/p−3 = 1/4
⇒4(p−3)=1(2p−2)
⇒4p−12=2p−2
⇒2p=10 ∴p=5
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Given:
In A ABC,
XY II BC.
XB/AX= YC/AY (Thales theorem)
2p-2/p-3=1/44(p-3)
=1(2p-2)
→4p-12=2p-2
→2p=10
•p=5
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