18 Find J4 dx.

Q: dx J a-3)(x+1)

A:

Q: Find the value of V®dx 0.

A:

Q: dx dy 26.

A:

Q: +y = e* + cosh 2x+x +y%3D

A: Solution:-As per guidelines I submit first question only

Q: J dx 4+x²

A: Given,            ∫14+x2dx

Q: J 3X+ 9 e dx

A: We will integrate the following expression using Substitution and integration by parts.

Q: d/S Vx5 dx el S- dx, (x # 0) 2x

A:

Q: [ 1² dx dy = 1/2 Select one: True False

A: Evaluating the definite integral

Q: (2) J xe** -T X хе dx

A: Solve by parts method

Q: Find dy/dx and simplify results: 4xy-2x^3+3/4

A: Given: y=4xy-2x3+34 To find dydt

Q: .3 9. dx dy y2

A: Find the double integration.

Q: dx 3.2 I = S: 1+vx+1

A: Solution... I have two solution...

Q: 16. J x² 4 + x² dx

A:

Q: .2 x +9 dx J (22- 1) (a2 + 4)

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Q: dx 3.J Jx2+16

A: Answered no. 3 We can solve the given problem using the concept of integral trigonometric…

Q: e*dx 19) J+ ex + e2x

A: See the details solution in below

Q: d) S 3x²e*dx e) 2t?Vt3 +1 dt

A: evaluate the integrald)∫3x2exdxe)∫022t2t3+1 dt

Q: (3y³ – x³) dx = 3xy² dy; y(1) = 2

A:

Q: . dx D. 4t + 7) dt 22. 4 + dx х

A:

Q: dx Jo (1 + x)Vz

A: According to our policy at Bartleby, I can solve only 1 question. Given an integral. I=∫0∞dx1+xx We…

Q: 2nsin (пx?) dxdy x2 0,

A:

Q: (х — 3)dx J («+2)(х + 1)?

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Q: (х + 3)2 dx. J V40 – 6x - x²

A: Evaluate ∫x+3240-6x-x2dx=?

Q: dx J (x – 7)²

A: Given,           ∫xx-72dx

Q: dx 12. ye' dx = (y³ + 2xe) dy. %3D

A: To solve the given differential equation.

Q: •1 p3y IT Vx+y dx dy JO JO

A: Given: I=∫01∫03yx+ydxdy    ...1 Let, x+y=uSo,ddxx+y=ddxuddxx+ddxy=dudx1x1-1+0=dudx1=dudxdu=dx For…

Q: Find J 15x(4)* - dx

A:

Q: 6) а. Find dx if y%3 (n(x + Aj) - А2 х) (/5 В, - 7х) А131 A2=5 В1-4 B2=6 В3-2 DA-1

A: The given function is y = [ln (x + A1) – A2 x] (√5B1 – 7x). The given values are A1 = 1, A2 = 5 and…

Q: dx + 6х — у = 'y dy

A: Given dxdy+6x=y

Q: dx 10. J V2x2-1

A: See the details solution in below

Q: 2 /x_ e-x/4 dx, T20

A:

Q: (b) Calculate dx ds ду ds dz ds II || ||

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Q: J 6x x +3 dx

A:

Q: 1) 2 J0 (1 – 9ry²) dy dr

A: For the given double integration , first we gonna solve for dy then dx.

Q: 24. Evalute dx r +1

A: Given: ∫0∞x12x3+1dx

Q: dx 9. J, 16 Vx-2

A: Since you have posted multiple questions i can do first question as per our company guidelines…

Q: dx 1/2 J(5-4xメ

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Q: ..... Q.5 Show that s! dx= 2a"

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Q: 3. J - dx =? (x² + 1) (x + 2)

A: First we have to resolve the given expression by using partial fraction.

Q: I- dx et Р5+ 4e»

A: Explanation of the answer is as follows

Q: 27 dz, C: z(t) =t – ti, t e [-1,5].

A:

Q: d /7+t*dt dx'5

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Q: |(3nt?t? – t*) (3n² – t') dx - --

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Q: 5 dx (c) J 15x + 1|V25z2+ 10x

A: According to the given question, solving part (c) (c) ∫55x+125x2+10xdx…

Q: H.W: Evaluate ,8-2² y² dz dx dy

A: Since you have posted multiple questions, we will solve first question for you. If you want any…

Q: Evaluate 8xyz dz dx dy

A: In this question, we have to solve the triple integral in order.

Q: 4 d 4. Find dx 2 Vt2+17 dt

A: The given integral is,

Q: J dx 4 + x² =

A:

Q: d (241' + 30r* + 2) dt = dx

A:

Rate of Change

The relation between two quantities which displays how much greater one quantity is than another is called ratio.

Slope

The change in the vertical distances is known as the rise and the change in the horizontal distances is known as the run. So, the rise divided by run is nothing but a slope value. It is calculated with simple algebraic equations as: