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Question

If h(x)=x0sin4tdt, then h(x+π) equals

A
h(x)h(π)
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B
h(x)h(π)
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C
h(x)h(π)
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D
h(x)+h(π)
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Solution

The correct option is A h(x)+h(π)
h(x)=x0sin4tdt
h(x+π)=x+π0sin4tdt
=π0sin4tdt+x+π0sin4tdt
=π0sin4tdt+x0sin4tdt
=h(π)+h(x)

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