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We know that,
sec²x - tan²x = 1
(secx-tanx)(secx+tanx) = 1
secx - tanx = 1/(secx+tanx)
(cosecx - 1)/cotx
cosecx/cotx - 1/cotx
1/cosx - 1/cotx
secx - tanx
So,
Your answer is 1/secx+tanx
sec²x - tan²x = 1
(secx-tanx)(secx+tanx) = 1
secx - tanx = 1/(secx+tanx)
(cosecx - 1)/cotx
cosecx/cotx - 1/cotx
1/cosx - 1/cotx
secx - tanx
So,
Your answer is 1/secx+tanx
Hiteshbehera74:
ok
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