in fig PA ,QB,RC are each perpendicular to AC .prove that 1\x+1/z=1/y.
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Step-by-step explanation:
Consider △CAP and △CBQ
∠CAP=∠CBQ=90∘
∠PCA=∠QCB (common angle)
So by AA, △CAP∼△CBQ
Hence APBQ=ACBC
xy=ACBC (1)
Now consider △ACR and △ABQ
∠ACR=∠ABQ=90∘
∠QAB=∠RAC (common angle)
So by AA, △ACR∼△ABQ
Hence CRBQ=ACAB
zy=ACAB (2)
Adding (1) and (2)
xy+zy=ACBC+ACAB
y(
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