prove that Sec thita- tan thita /sec thita+tan thita = 1-2 sec thita tan thita + 2 tan²thita
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Answer:
(secθ−1)
2
tan
2
θ
=
(secθ−1)
2
sec
2
θ−1
=
(secθ−1)
2
(secθ−1)(secθ+1)
=
secθ−1
secθ+1
=
cosθ
1
−1
cosθ
1
+1
Multiply numerator and denominator with cosθ, we get
=
1−cosθ
1+cosθ
, Hence proved
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