How do you simplify $(sin(x)cos(x))/(1-sin^2(x))$ ?

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Answer 1 · 2016-06-29T15:13:44

$(sin x * cos x)/(1-sin^2 x)=tan x$

We should start from the given expression

$(sin x * cos x)/(1-sin^2 x)$

$(sin x * cos x)/(cos^2 x)$

$(sin x * cos x)/(cos x* cos x)$

$(sin x * cancelcos x)/(cos x* cancelcos x)$

$sin x /cos x$

$tan x$

God bless....I hope the explanation is useful.

How do you simplify (sin(x)cos(x))/(1-sin^2(x))(sin(x)cos(x))/(1-sin^2(x))?