Evaluate
$\int sin x^{0} d x$

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Solution

$\int sin x^{0} d x$

we can write $x^{o} = \frac{π x}{180}$

$\int sin x^{0} d x = \int sin \frac{π x}{180} d x = - \frac{180}{π} cos \frac{π x}{180} + c$

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Evaluate∫sinx0dx

∫sinx0dxwe can write xo=πx180∫sinx0dx=∫sinπx180dx=−180πcosπx180+c

Evaluate
$\int sin x^{0} d x$

$\int sin x^{0} d x$

we can write $x^{o} = \frac{π x}{180}$

$\int sin x^{0} d x = \int sin \frac{π x}{180} d x = - \frac{180}{π} cos \frac{π x}{180} + c$