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If sinΦ+cosΦ=p and secΦ+cosecΦ=q,then prove that …

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If sinΦ+cosΦ=p and secΦ+cosecΦ=q,then prove that q(p×p -1)=2p
  • 3 answers

Eeya Modi 6 years, 10 months ago

(sin¢ + cos¢ )^2 = p^2 SinA ^2+ cos A^2+2. sinA.cosA=p^2 1+2.sinA.cosA=p^2 2.sinAcosA= p2-1 sinAcosA=p^2-1/2 We write secA+ cosecA = q 1/cosA+1/sinA=q sinA+cosA/sinA.cosA= q p/p2-1/2=q 2p=q(p^2-1)

Nishant Vishwakarma 6 years, 10 months ago

Haa sahi h

Eeya Modi 6 years, 10 months ago

Question shi hna kuch mistake to nhi h na
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