1+Tan²40=Cosec 2A, find the value of A
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Asked on November 22, 2019 by
Arman Pàgarē
The value of cosec2A−cot2A−tanA=
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ANSWER
cosec 2A−cot2A−tanA
sin2A
1
−
sin2A
cos2A
−tanA
sin
2
A
1−cos2A
−tanA
2sinAcosA
1−(1−2sin
2
A)
−tanA
=
2sinAcosA
2sin
2
A
−tanA
=tanA−tanA
=0
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