d -(In(5x + 4)) dx Find

Q: If 3y-5x = 7, then at (-1,2) is dx %3D

A: This problem can be solved by differentiating the given implicit equation w. r. t x and then finding…

Q: (3x* – 3x) dx

A: Let I=∫3x4-3xdx

Q: 9. dx 5-4x-x²

A: As per our guideline we are supposed to be answer only one question you can repost other question in…

Q: 14) fx In(4x) dx

A:

Q: Exercises To Solve [No.5] ⒸS dx (x-1) √X²2X-3

A:

Q: csc² In x dx. X

A: according to our guideline we are supposed to answer only the first question if you want any…

Q: Sx-4/5 dx

A: Given, I=∫x-45dx

Q: Explain how to evaluate x/2 dx.

A: Integration is the process of finding the antiderivative of the function. It calculates the volume,…

Q: dy 2ху 3 Зу*, у(1) %— dx 112

A:

Q: -2 Evaluate (5х — 2) dx -6

A:

Q: -dx +5 3.

A: integarting   let subsitution  methood

Q: ди + 2и ду %3D dx2

A: Given PDE is

Q: 6x + 7 -dx. (x +2)2

A:

Q: 4 dx 16 + x2 -4

A: To find: The integration of ∫-44dx16+x2. Concept used: Integration formula: ∫dxa2+x2=1atan-1xa

Q: Find for 7x3ys = -8 dx

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

Q: cosh 3x-1 S - dx 2

A:

Q: Sx sech2 x² dx

A: Given:  Integral of xsech2x2

Q: Evaluate: ³4₁ [2³(x + y)³] dz dy dx

A: To evaluate the given integral.∫-43∫-12∫01z3x+y3 dz dy dx

Q: x-1 2 x² + x -dx

A: As per the question we are given an indefinite integral of (x-1)/(x2 + x) which we have to evaluate.

Q: Sezx(1 + e-2*)dx

A:

Q: evaluate ∫ (top of ∫ is 16, bottom is 9) (-x^(-1/2)+5) dx.

A: We need to evaluate ∫916(-x-12+5)dx

Q: Evaluate the integrals

A:

Q: .4 dx 2 Vx2-2

A: Given:        ∫24dxx2-2 Apply trigonometric substitution:    substitute x=2sec u and dx=2 sec u tan…

Q: Integrate the function. 2 + 16 dx 2x2

A:

Q: 1 -dx 8х — 24

A: ∫18x-24dx

Q: 1 l0a) Show that x²+2x+5 -dx =

A:

Q: 1 dx = 20+8x-x2

A:

Q: 2 x -dx 6. Jo 1-x

A:

Q: 41Stañdx= Q22x+1 X'+2X+1

A: (1) Given integral is ∫tan−1xdx It can be written as ∫tan−1x⋅1dx Use integration formula…

Q: メ+4 dx x²+4

A: Given:       ∫x+4x2+4dx      =∫xx2+4+4x2+4dx Apply linearity:      =∫xx2+4dx+4∫1x2+4dx

Q: 3 24) [(1 -x² )² dx

A: To evaluate the given integrals

Q: A) Evaluate 1 dx. I vit 6x – x² -

A: In this question we will use basic of calculus i.e concept of integration. First we will convert the…

Q: valuate. (Be sure to check by differentiating!) 1 dx, x - 3+7x 3/7

A: Evaluate the given integral and check it by differentiation. ∫13+7xdx, x≠-37

Q: 13. dx x5-3

A:

Q: (2x-3)4 dx 10

A: Given:The integral is

Q: 1 T/ -dx 6 x²+16

A:

Q: Evaluate. (Be sure to check by differentiatingl) 1 dx, x# - 3 9+ 3x

A: To evaluate: I=∫19+3xdx Use the rule: ∫1xdx=ln |x|+C

Q: By using completing the square dx can be written as /4 + 2x + x2 dx 4+(x+2)² dx V3 + (x+2)² dx V3+…

A:

Q: 2x + 5 4. -dx x2 + 16

A: Given: Let I=∫2x+5x2+16 dx To Find: To evaluate the given integral.

Q: 7. Sxtan-x dx

A: Given: The integral is  ∫xtan-1x dx     Formula used: Integration by parts: ∫udv=uv-∫vdu

Q: 8. The value of -dx is 2 22 Preview

A: Given integral is This is evaluated by using the result that integral of (x^n)dx is x^(n+1)/(n+1)

Q: on to find at the point (-2, 3) dx² on

A:

Q: 3 dx -3 x2–16

A:

Q: YOUR TURN 3 x + 1 Find dx. (4x² + 8x)³

A: We need to evaluate the integral. We will make use of the substitution: 4x2 + 8x = u Hence, (8x + 8)…

Q: 2x dx 4+x2

A: Given:

Q: (х-3) dx х" +3x-10 с)

A:

Q: 2) dx 4. - |

A: We can use method of substitution in order to solve the problem problem.