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Q.

In a triangle PQR if R=π2 and TanP2,TanQ2 are the roots of ax2+bx+c=0 then 

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a

c=a+b

b

b=c+a

c

b=c

d

a=b+c

answer is C.

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Detailed Solution

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TanP2+TanQ2=ba, TanP2TanQ2=ca

P+Q=π2Tan(P2+Q2)=Tanπ4

TanP2+TanQ21TanP2TanQ2=1b/a1c/a=1bac=1

b=ac

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