If hx - - 1xsin4 t dt- then hx - - equals

The correct option is B h(x) + h(π) #160; h(x + π) = h(π) + I where I=∫ _π #160;^ x+π #160;sin ^ 4 tdt #160; Substitute #160; t ...

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Integration Using Substitution

If hx = ∫ 1...

Question

If $h (x) = \int_{1}^{x} {sin}^{4} t d t,$ then $h (x + π)$ equals

h (x) + h (π)

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h (x) h (π)

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h (x) - h (π)

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h (x) / h (π)

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Solution

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