Question
Evaluate the following:
$\int_0^1 t^5 \sqrt{1-t^2} d t$
$\int_0^1 t^5 \sqrt{1-t^2} d t$
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$e^{x+y}=\cos (x-y)$
$\frac{\cos ^2 y}{x} d y+\frac{\cos ^2 x}{y} d x=0$
