e dx (1) S. 1-e2x (integration by substiution)

Q: dx 4 + x2 Use integration by parts

A: We have to use integration by parts .

Q: 2. Integrating factors found by inspection.: y(x² – y² +1}dx-x(x² – y² –1}dy = o

A: We have to solve the given differential equation.

Q: 2) dx Ve -1 a) 2 vezr - 1 In (e – 1), c) arctan (e), d) sec-le

A: We need to solve the integral

Q: integral. et dx e2x + 3

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Q: Related Rates: Find dy when x = dt -2, given y = x2 - x and “* =0.01 dt

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Q: the value of the integral dx 4.x(ln(9x))² 2

A: In the given question, the concept of integration is applied. Integration Integration is a method of…

Q: 1. Integrating factors found by inspection: (xy + xy)dx+(x²y²-2)dy = 0

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Q: Qy integration value Equal? @ (√x-1)² + ( 2 Q 2 (√x-11³ 3 @ → (√x - 1)³ + ( 3 Not of the above + C S…

A: To solve the given integral.

Q: cosh x dy + (sinh x)y = e-* dx

A:

Q: E) INTEGRAL : 9.) S(5t3 + 2t? – 5t – 50)dt 10.) S(3x2 + 2x + 500)dx

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Q: 30. 5e dx 31. dx Зи du - 1 33. 3. x² dx 35. (x' + 5)* 37. ((3 In z + 2)4 39 dz

A: We have to solve the integration

Q: cos s x dx 2. S: Vsin x

A:

Q: 1). § x²e5* dx (Integration by Parts)

A: ∫x2e5xdxIntegrate by parts ∫fg'=fg-∫f'gf=x2,g'=e5xf'=2x,g=e5x5=x2e5x5-∫2xe5x5dxIntegrate by parts to…

Q: 4y = Consider the equation- dx What is the integrating factor of the equation?

A: The solution of given question is written in step2.

Q: 7x dx 1? (x) (Apply integration by parts method)

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Q: S sec x dx Use Integration by parts to solve

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Q: sinh x – 1 dx cosh x

A: The given integral: ∫sinh x-1cosh xdxWe need to find the antiderivatives.

Q: 1 4x2 dx X.

A:

Q: 2x dx ex+3

A: ∫e2x dxex+3

Q: x2 dy dx by reversing the order of integration. 4/x 1. Evaluate

A: Given double integral is∫14 ∫4x4x2 dy dxNow , By interchanging the integral we have ,∫y=14…

Q: e dx 1- e2x (integration by substiution)

A: NOTE: Refresh your page if you can't see any equations. . ...............(1)

Q: integral (dx/(√(x)+x))

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Q: Sz x² sin 2x dx (Integration by Parts)

A:

Q: 2. Integrate: Integration by Parts cos?x dx

A: Given : Integral cos2(x) dx

Q: 7) | dx (hint: use integration by substitution.) x' +1

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Q: 8 dx Evaluate | by trigonometric substitution integration method? (1+x*)²

A: You have posted multiple questions. As per the instruction, we will be answering only the first one.…

Q: xe* The only way to find / dx is to use integration by parts. (x + 1)2

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Q: 1. S ( cos(2x-1) dx (Integration by Parts) et

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Q: dx 15. S (x²+36) ³/2

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Q: L{e-4t cosh 2t} L{e=t (3 sinh 2t – 5 cosh 2t)} -

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Q: dx : A) Find the integration:

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Q: . Ssin's cosʻx dx COS COS

A: First we divide numerator and denominator by 26 and then use the formula sin(2x)=2sinx cosx  And…

Q: 8 dx Q1 Evaluate | (1+ by trigonometric substitution integration method?

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Q: dy cosh x dx + y sinh x = 2 cosh x sinh x

A: We will find out the required general solution.

Q: Integrate dx/(x+1)(x^2+16) from 0 to 1

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Q: find dy/dx x(х+1)(х- 2) (х*+1)(2х+3) 25) у%3 43) у%3D 1+(lin x)? 1+(ln x)?

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Q: ich option is an antiderivative of Sar 3x cos(-2x) dx a. 3 9.

A: We will use integration by parts to find the answer.

Q: dy by implicit differentiation if x° + 5x tany = e. %3D Find dx dy dx

A: In implicit differentiation, we need to differentiate each side of the given equation with two…

Q: (cos x2) dx. Use integration by parts. 1.

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Q: Integrate J dx X(x-3)

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Q: S16 – x2" Quiz: integrate the following equation x3 dx 16 -x2

A: The formula for the substitution method for definite integrals is given by, where g'(x) and f(x)…

Q: 3 dx Q1 Evaluate | by trigonometric substitution integration method? (1 +x*)/2

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Q: Uniclaretiana Fundoción universitaria Claretiana 1 (In x - 4) dx – (x + 1) dy = 0 2 4 +6x) dx +…

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Q: dy by implicit differentiation. dx Find x°y – xy9 = 3 dy dx

A: Solution:

Q: 9. S sec 2x dx 10. S cos x esin x dx 11. dx x+1

A: Evaluation of the above integration is

Q: Change the order of integration. "A/2 x + 1 3 sin(x) dy dx

A: Consider the graph:

Q: related rates - find dx/dt where x2 +xy - y2 = 20. dy/dt = 5 and x = 4

A: x2 +xy - y2 = 20Diferentiate both sides with resepct to t. While differentiating recall the:Chain…

Q: 34. e4x cos 2x dx

A: Solution:Given∫ e4x cos 2x dxFormula:∫udv=uv-∫vdu∫sin ax dx=-cos axa+C∫cos ax dx=-sin axa+C∫eax…

Q: dy by implicit differentiation. dx E. Find 1 ー+ー=2 х у 1 x² +y? = xy 2. 1.

A: the process of finding the derivative of a dependent variable in an implicit function by…

Q: Related Rates Please show all the steps. Find dy/dt at x=1 if y=−5x^2−4 and dx/dt=3

A: