If sec theta+ tan theta =P, then find the value of cose.
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Answer:
sec+tan=P
1/cos+sin/cos=P
(sin+1)/cos=P
(sin+1)^2/(1-sin)^2=P^2
(sin+1)/(1-sin)=P^2
sin+1=P^2-P^2sin
sin+P^2sin=P^2-1
sin=(P^2-1)/(1+P^2)
cosec=(1+P^2)/(1-P^2)
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