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Hey guys solve this proving trigonometric question 5 ,(v)
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Hii its tom85
solution is attached above dude......
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hope it helps you dude
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Answer:
Step-by-step explanation:
tanA + cotA =
sinA/cosA + cosA/sinA = (sin²A + cos²A)/sinAcosA=1/sinAcosA
as sin²A+cos²A=1
tanA + cotA+1 = 1/(sinAcosA) +1
(sinA-cosA)×(1/(sinAcosA) +1) = 1/cosA +sinA -1/sinA -cosA
=secA +(1/cosecA)-cosecA-(1/secA)
=
(sec²AcosecA+secA-cosec²AsecA-cosecA)/cosecAsecA
multiply denominator and numerator by cosecAsecA
and use cosec²A+sec²A=coescAsecA
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