cos tetha by 1 minus sin tetha is equal to
1 plus sin tetha by cos tetha.Prove using trigonometric identities
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the question is not clear u can add the pic of the wuestions
sahu22:
no its clear
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Hii friend,
Cos theta /1 - Sin theta = 1+Sin theta/Cos theta.
We have:
LHS = Cos theta/1-Sin theta
Rationalizing denominator
Cos theta/1-Sin theta × 1+Sin theta/1+Sin theta
Cos theta (1+Sin theta)/(1-Sin² theta)
Cos theta (1+Sin theta)/Cos² theta
(1+Sin theta)/Cos theta = RHS.
Hence,
LHS = RHS..... PROVED.....
HOPE IT WILL HELP YOU....... :-)
Cos theta /1 - Sin theta = 1+Sin theta/Cos theta.
We have:
LHS = Cos theta/1-Sin theta
Rationalizing denominator
Cos theta/1-Sin theta × 1+Sin theta/1+Sin theta
Cos theta (1+Sin theta)/(1-Sin² theta)
Cos theta (1+Sin theta)/Cos² theta
(1+Sin theta)/Cos theta = RHS.
Hence,
LHS = RHS..... PROVED.....
HOPE IT WILL HELP YOU....... :-)
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