Show (seca + tana) (tana - seca) = 1 - seca + tana
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Step-by-step explanation:
sec a * tan a + sec a *(- sec a) + tan a* tan a + tan a (- sec a)
sec a tan a - sec^2 a+ tan^2 a - tan a sec a
sec a tan a and - tan a sec a gets cancelled, gives remainder of 1.
so we are left with the following:
1- sec^2 a+ tan^2 a
nat8:
but if u want 1- sec a +tan a
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