The area between the graph of the positive and continuous function f and the x-axis over the interva
Question: The area between the graph of the positive and continuous function \(f\) and the x-axis over the interval \(0\le x\le u\) is given by \(A\left( u \right)=\frac{2}{3}{{x}^{3/2}}\). Find \(f\left( x \right)\)
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Solution Format: Word Document
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Solution: Compute both the trapezoidal and Simpson approximations, for ∫_0^3{(1)/(1+x^4)dx} ; n=6 #3966
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(See Solution) Find the indicated integral. Check your answers by differentiation. ? (1/x^2 - 1/x3)dx #22449
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Solution: Compute the following definite integral ∫_{0}^{π /6}{(dx)/({{ cos )^2}(2x)}} #28726
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Calculus - The fundamental theorem of calculus #3965
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