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If f is strictly increasing and positive function, such that xx∫0(1−t)sin(f(t))dt=2x∫0tsin(f(t))dt, where x>0. Then the value of f′(x)cotf(x)+31+x in the domain of f(x) is |
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Answer» If f is strictly increasing and positive function, such that xx∫0(1−t)sin(f(t))dt=2x∫0tsin(f(t))dt, where x>0. Then the value of f′(x)cotf(x)+31+x in the domain of f(x) is |
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