(1 - cos A) (1 +
+ sec A) = tan A sin A.
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(1 - cos A) (1 + sec A)
(1 - cos A) (1 + 1 / cos A)
(1 - cos A ) ( 1 + cosA / cos A )
1 - cos²2A / cosA
As we know,
sin^2A + cos^2A = 1
So,
si^2A = 1 - cos^2A
Therefore,
sin^2A / cosA
( sinA / cosA ) × sinA
tanAsinA
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