Math, asked by rudhra73, 5 months ago

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Answered by pranavmookonil
2

Step-by-step explanation:

√(1-cosA /1+cosA) + √(1+cosA/1-cosA)

= √ (2sin^A/2 /2cos^A/2) + √(2cos^2A/2 / 2sin^2A/2)

(formula used

1-cosA = 2sin^2A/2

1+ cosA = 2cos^2A/2

sinA/2 / cosA/2 = tanA/2)

= tanA/2 + cotA/2

= tanA/2 + 1/tanA/2

= tan^2A/2 + 1 / tanA/2

= sec^2 A/2 / tanA/2

= (1/cos^2A/2) / sinA/2/cosA/2

= tanA/2 (answer)

hope u understood it my friend.

Answered by raphaeledits007
2

Answer:

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