Prove that sin Q. tan Q + cas Q is equal to Secent Q.
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Answer:
L.H.S
sinQ.tanQ+cosQ
Step-by-step explanation:
sinQ.sinQ/cosQ+cosQ
(As tan q =sinq/cos q)
so,sin^2q/cosq+cosq
On taking L.C.M.
we get,
sin^2q+cos^2q/cos q
which is equal to 1/cos q
(As sin^2q+cos^2q=1)
so we get 1/cosq which is equal to sec q
Hence proved
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