(Sec A + tan A) ( 1-SinA) =
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(secA+ tanA ) (1-sinA)
( 1/cosA + sinA/cosA) ( 1-sinA)
( 1+sinA / cosA) (1-sinA)
apply a^2-b^2 in numerator
1^2 - SinA ^2/CosA (identity in numerator
CosA^2/CosA
CosA
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