In ∆ ABC, if PQ || side BC, AP = 6, PB = 4 and AQ = 9, then find QC.
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Answered by
33
Step-by-step explanation:
By Basic Proportionality Theorem
AP/ PB = AQ / QC
6/4 = 9/ QC
QC = 9×4 / 6
QC = 36/ 6
QC = 6
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Answered by
5
By basic proportionality theorem
AP/PB =AQ/QC
6/4 =9/QC
QC=9×4/6
QC=36/6
=6
QC =6
Answer is 6
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