e) Solve [(-x'y)² + (x²y)³]²

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Q: Let f(x) = 2x√x + f'(x) = x³√x

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Q: (c) J xe0.4x (0.4x + 1)2 d dx

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Q: Find g'(x) if g(x) = 4x e 3x g'(x) =

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A: Since you have asked multiple question is one window and as per guideline only one question is…

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A: NOTE: Refresh your page if you can't see any equations. . divide both sides by x2 ............(1)

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A: solve the system of ordinary differential equations:dx/ds = 1dt/ ds = 1dU/ds = Ut + t2x from first 2…

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A: In mathematics, precalculus is a set of course that includes algebra and trigonometry to prepare…

Q: and g( x) = 7 − ( x − 3)^2 , a.) Solve for x: f ( x) = g( x) (Answers c

A: Inequality: a)f(x)=3x3-4x-3g(x)=7-(x-3)2f(x)=g(x)3x3-4x-3=7-(x-3)23x3+x2-10x-1=0The solution isx≈…

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A: ∫02​∫01​(4−x−y)dxdy Integrate with respect to x treating y as constant and then with respect to…

Q: flx)=x =X-5 (x)= Find .f)

A: Here, the given function is: f(x)=x-5, g(x)=x2

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A: Solve: x2y''-7xy'+2y=x6 ex

Q: Differentiate y = In(x³ + e*) .2 3x+eX А. x3+e-X 3x2-ex В. x3 +e-X 3x2-e-x C. x3-e-X 3x2-e-x D.…

A:

Q: If f(x) = 18x2 + 96 3 ³√√x' find f'(8).

A: Given Function:- fx=18x23+96x3

Q: solve for E(Rm) E(Ri) = Rf + [E(RM) – Rf] × bi        .109 = .028 + [E(RM) – .028](.90)

A: Given : E(Ri) = Rf + [E(RM) – Rf] × bi        .109 = .028 + [E(RM) – .028](.90)

Q: If f(x) − x3 - x, find f"'(x) and f (4)(x).

A: Given function is: fx=x3-x We have to find f'''x and f4x.

Q: In (x²) esin(2r)

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Q: Differentiate. y = In [(x + 4)(3x- 2)(5 – x)] d In (x+ 4)(3x – 2)(5- x))] = || dx

A: We have, It is known that the derivative of ln(ax) is, and derivative of the function of u.v form…

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Q: c. g(x) = (10 – 2V)(3lnx + x³) Answer: g'(x) = , Sinx d. y = 6+0.5x2 (do NOT expand) Answer:

A: Derivative of given function

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Q: -1)/(x4))1/2

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Q: 1) Find 1 x² +4x+13 dx.

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Q: y = (In x)*

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Q: Ify= (x³ + 1)“ , theny = ? (A None of the given choices B(3x2)? © 2(x³+ 1) O 6x²(x³ +1) E 2(3x² + 1)…

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Q: x3 – 3x2 – 6x - Show that - = x-3 - x2 – 9 x – 3'x +3* - - x3 - 3x2 - 6x -dxp. Hence, evaluate x2 -…

A: To show: The equation x3-3x2-6xx2-9=x-3-3x-3+6x+3 and then evaluate the integral ∫x3-3x2-6xx2-9.…

Q: (In(æ)) -dx; 1

A: I=∫1eln(x)4xdx Now substitute:   ln(x)=t

Q: If u(x) = x3, then du = 3x2.

A: