Prove that cotA+cosecA=1+cosA/sinA
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Answered by
0
since,
cotA = cosA/sinA
and , cosecA= 1/sinA
cosA/sinA+1/sinA =
1+cosA/sinA.
I hope it is helpful for you.
cotA = cosA/sinA
and , cosecA= 1/sinA
cosA/sinA+1/sinA =
1+cosA/sinA.
I hope it is helpful for you.
Answered by
0
cot A+cosecA=1+cosA/sinA
cosA/sinA+1/sinA=(sinA+cosA)/sinA
(cosA+cosA)/sinA=(sinA+cosA)/sinA
hence proved..hope that it might help u!!!!!
cosA/sinA+1/sinA=(sinA+cosA)/sinA
(cosA+cosA)/sinA=(sinA+cosA)/sinA
hence proved..hope that it might help u!!!!!
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