Math, asked by csnehete, 8 months ago

the value of
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17. Prove that: (cosec A
sin A) (sec A-cos A) (tan A+ cot A) = 1
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*
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Answers

Answered by Bakernancy444
0

((1-sin^2 a)/sin a )* ((1-cos^2 a )/cos a) *(1/ sin a*cos a)

and also 1-sin^2 a =cos^2 a:

and 1-cos^2 a =sin^2 a:

this reduced to

cos^2 a /sin a * sin^2 a/cos a * 1/sin a *cos a

all of these cancell each other as they are in division and multiplication so answer is 1

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