If f(x) = t^5 dt from intergral (0 to x^3) what is f'(x)?

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If f(x) = t^5 dt from intergral (0 to x^3) what is f'(x)? More questions about Science & Mathematics, what. Ask Monti Moreno. MAKE MONEY ANSWERING ...
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0 ln(1 +t) dt = (t +1)ln(1 +t) −1−t 5 0 = (6ln6 ... We evaluate this integral using the substitution w = 1 +x3. (c) ... as these are the ﬁrst two ...
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Positive: 31 %

DIFFERENTIATING UNDER THE INTEGRAL SIGN ... dt Z b a f(x;t)dx= Z b a @ @t f(x;t)dx: 1. ... t5; and Z 1 0 x5e txdx= 120 t6:
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Positive: 26 %

Derivative of an Integral (Fundamental Theorem of Calculus) ... Compute the derivative of the integral of f(x) from x=0 to x=3: As expected, ...
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Positive: 12 %

Techniques of Integration ... x3 p 1−x2 dx. ... If we can ﬁnd a function F(x) whose derivative is −(1/2)(1− x) ...
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Positive: 10 %

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If f(x) = t^5 dt from intergral (0 to x^3) what is f'(x)? Find answers now! No. 1 Questions & Answers Place. More questions about Science & Mathematics, ...
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Positive: 31 %

Compute indefinite and definite integrals, ... dt, t=0..a. integrate sin^2(x) + 2 sin^4(2x) from 0 to pi. compute an improper integral. int sinx/x dx, x=0 ...
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Positive: 30 %

How to calculate the derivative of ... {\mathrm d}{\mathrm dx} \int_0^{\sin x} \sin(t^3)\mathrm dt = \sin((\sin x)^3)(\sin x ... start off with $F(x ...
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Positive: 25 %

Integral Calculus. Indefinite Integrals. Definition: A function F(x) is the antiderivative of a function ƒ(x) ... dt = ƒ(x) Area Under a Curve. If: ƒ(x) ...
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Positive: 18 %

How to evaluate the integral $$\int e^{x^3}dx \quad ?$$ I've tried to set $t=x^3$, but it seems to be a blind alley; I don't know what to do with $\int ...
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Positive: 8 %

Applied calculus topic summary: the integral : ... (0.4) = 0.2 x 3 = a + 3Δx = -1 + 3 ... = a x f(t) dt, then A'(x) = f(x), i.e.,
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t2 sin(t3 +1)dt, d) R 1 0 3t ... of the form f′(x) f(x)? a) R 1 x+1 dx, b) R 2x x2 ... 105 c) −cos(t3+1) 3 +c, d) 1.7183 2. a) ln(x+1)+c, b) ln(x2 +7 ...
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Positive: 10 %

Math 209 Solutions to Assignment 7 ... dt = 0. 1 (b) The paramentric ... 0 ≤ t ≤ 1. (b) F(x,y,z) = (y2 cosz)i+(2xycosz)j−(xy2 sinz)k, C : r(t) = (t2 ...
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Positive: 10 %

Chapter 5 Line and surface integrals: Solutions Example 5.1 Find the work done by the force F(x,y) = x2i− xyj in moving a particle along the curve
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Positive: 10 %

The Fundamental Theorem of Calculus Let f (x) be continuous on [a, b]. If F(x) is any antiderivative of f (x), then ... dt = [arctan(t)] 0 x = arctan(x) .
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31 %