Prove it If you will prove this question so, you are the genius.
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sina-msinb or, m=sina/sinb
tana=ntanb---------(1) and
or, sina/cosa=n(sinb/cosb)
or. n=sinacosb/cosasinb or, n=m (cosb/cosa)----(2)
or, ncosa=mcosb or, n°cos a°cos?b
or. n cosa=m²(1-sinb) [*: , sin’a+cosa=1]
or, n cos'a=m'(1-sin'a/m)
(using (1))
or, n°cos a=m'({m²-sin*a)/m)
or, n-cos?a=m2-sin’a
or, cos a-m2 (1-cos or, n°cos'a=m2-1+cos²an
a)or, n cos a cos?a=m2-1 or, cos a(n?-1)=m²-11
or, cos?a=(m²-1)/(n2-1)
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