prove that: cot A + tan A= cosec A sec A
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Answered by
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Answer:tan A + cot A=sec A cosec A
LHS=tan A +cot A
=sin A/cos A+ cos A/sin A
=(sin^2 A+cos^2 A)/cos A sin A
=1/cos A sin A
=sec A cosec A
=RHS
Hope it helps!
Answered by
2
Answer:
CotA + tanA = cosecA. secA
Taking LHS
= cotA + tanA
= cosA/sinA +sinA/cosA
= cosA² +sinA²/sinA. cosA
= 1/ sinA. cosA. (using Identity sin²A + Cos²A =1)
Taking RHS
=cosecA. secA
=1/sinA.1/cosA
=1/sinA.cosA
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