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Let f be a function defined in [0,π] satisfies the condition ∫x0[f′(t)−sin2t]dt=∫0x[f(t)tant]dt If the curve passes through (0,2) Then the maximum value of f(x) is |
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Answer» Let f be a function defined in [0,π] satisfies the condition ∫x0[f′(t)−sin2t]dt=∫0x[f(t)tant]dt If the curve passes through (0,2) Then the maximum value of f(x) is |
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