If sec x + tan x = p. Find value of sec x and tan x in terms of p.
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Answer:
secx+tanx=p
secx−tanx=1/p
2secx=p+ p1 = p 2 +1secx= 2p , p 2 +1
cosx= p 2 +12pAC 2=AB 2 +BC 2(p 2 +1) 2 =(2p) 2 +(AB) 2p 4 +1+2p 2 −4p 2 =AB 2AB=p 2 −1
∴sinx= p 2 +1p 2−1
Step-by-step explanation:
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