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By the fundamental theorem of calculus and the chain rule d dx Z x2 0 e t2dt= 2xe x4: Problem 21. Find the rst derivative of f(x) = x3 (6x2+1) 3 p (x+3)4 when x>0. Download Full PDF Package. This paper. A short summary of this paper.
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C. = -1/2. 1. XP /6 – X/2. = 0. D y(b) = 1/6.
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(10 points) Compute the integral. ∫ π/3. 0.
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By adding and subtracting f(x 0) in the middle of the numerator, we see that this limit is 2f0(x 0). Problem 20. Compute the derivative d dx Z x2 0 e t2dt. Solution.
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XP /6 – X/2. = 0. D y(b) = 1/6. 63 /6 +Cb = 1/6,.
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