sin A / 1+cosA + 1+cosA/sinA
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Answer:
2 cosec A
Step-by-step explanation:
given
lhs= sin a/1+ cos a+ 1+ cos a/ sin a
= sin square A+(1+ cosA) square/ sinA(1+ cosA)
= sin square A+1 square+2×1× cos A+ cos square A/ sinA(1+ cos A)
By trigonometry identity
sin square A+ cos square A= 1*/
=1+1+2 cos square A/ sin A (1+ cos A)
take 2 çommon we get */
= 2(1+ cos A)/ sinA(1+ cosA)
= 2/ sin A
= 2 cosec A
= RHS there fore
sinA/ 1+ cosA+ 1+ cosA/ sin. A
= 2 cosec A
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