SecA+tanA=p, prove that sinA=p2-1/p2+1
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p2 - 1 = (sec a + tan a)2 - 1
= sec? a + 2 sec a tan a + tan? a - 1
= 2 sec a tan a + (sec? a - 1) + tan? a
= 2 sec a tan a + 2 tan2 a
= 2 tan a (sec a + tan a)
=
= 2p tan a.
Also,
p2 + 1 = sec? a +2 sec a tan a + tan? a + 1
= sec a + 2 sec a tan a + (tan? a + 1)
= 2 sec a + 2 sec a tan a
= 2 sec a(sec a + tan a)
= 2p sec a.
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