Suppose that f is a continuous real function. a) If 01 f(x) dx = 1, find the
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a) If ˆ«01 f(x) dx = 1, find the exact value of
b) If f is C1 on R and ˆ«Ï€0 f'(x) sin x dx = e, find the exact value of
c) If ˆ«01 f(ˆšx)ex dx = 6, find the exact value of
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limdx. y0Jo dx Jo
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a Since f and x 1 are continuous on ...View the full answer
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