Evaluate ' (4x + 2)dxdy.

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A:

Q: evaluate Scx+2X4-x²)² dx

A:

Q: 9-x2 x dx

A: ∫9-x2x2dx=∫cot2udu=∫ -1+csc2udu=-∫ 1du+∫csc2udu=-u-cotuSubstitute back…

Q: Evaluate: dx (2ズー4%-

A: Since you have asked multiple question, as per our guidelines we will solve the first question for…

Q: 9) Find 5-2x - dx

A: Given: Find d2dx25-2x for finding second derivative, we find first derivative then find derivative…

Q: Evaluate / - *-dx x+5 xp-

A: We know that integral of (1/x) is lnx. To find the integral of the given function split the function…

Q: S, 53-2x dx -2

A: 4 Given  ∫-22  53-2x  dx

Q: () Stany" (secx)"dx 4.

A:

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: In (x²) dx e²

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Q: -2 Evaluate (5х — 2) dx -6

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Q: Evaluate. (Be sure to check by differentiating!) 6 7 STOCK *XX=-=-= dx, x# 7 + 6x 6 6

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Q: Evaluate | x + 2x + 3 xp- Vx* +x +1 -dx

A:

Q: ди + 2и ду %3D dx2

A: Given PDE is

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A: ∫03∫-24∫104x2y-z3dzdydx

Q: Evaluate ∫sec3 x dx.

A:

Q: 5. Evaluate. |2x – 4| dx -

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Q: ,2 Evaluate (3x2 – 2x + 1)dx

A:

Q: Suaef(Ox-tan(Sx-) dx 2 2

A: Given:

Q: Evaluate dx -[In(x³/6x +5)].

A: Given : ddxlnx36x+5

Q: Sx sech2 x² dx

A: Given:  Integral of xsech2x2

Q: Find dly/dx y = Xu15て 1t. y = 12x5%3 9

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Q: 4 dx x2 4x2 - -- x2

A:

Q: Evaluate: ₂₁ (4x²y - z³) dz dy dx

A: We can solve this as follows:

Q: Evaluate ,(x3 + Vx + 2*) dx.

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Q: Find (5z" + 7æ°)dx

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Q: Evaluate 2х— 7 -dx J x2 — бх + 10

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Q: JA 1 dx. /4-

A: ∫14-x2dxFormula∫11-x2dx=sin-1(x)+C

Q: Calculate S√4-x² dx

A:

Q: Evaluate: J6e2 -x(x²)dx

A: Find your answer below

Q: Evaluate ∫(x + sec2(πx))dx

A: The integral given is , ∫x+sec2πx dx Expand the integral ,  ∫x+sec2πx dx=∫x dx+∫sec2πx dx Solving…

Q: Integrate N² xsin³ (x²)dx

A: Here we will solve given intigral,

Q: 2 の x3 ex lx の 2X dx to

A: 3 Given: ∫12x3ex dx   ……1

Q: 1-3x dx Jo J2x-3x² 4. 2х— Зх?

A: Given problem is

Q: Evaluate. (Be sure to check by differentiating!) dx 5-6x

A: We have the formulas,                  ∫1xdx=lnx+c   c= constant of integration…

Q: Evaluate [ x² V1+x' dx by using substitution method.

A: on doing integration we get

Q: Evaluate [², dx V4-x2 2.

A:

Q: Find for 7x3 + 4y = 3y² dx

A:

Q: Find + 3) (т - 4)dx

A: The given integral can be solved by simplifying the equation

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: Evaluate S dx √x² +25

A:

Q: Evaluate: 3₂(4x²y - z³) dz dy dx

A: On solving this we will get

Q: Evaluate dx. Vx+/3-x

A: If f(x) is function and on changing its limit ,  Integral of f(T-x) = integral of  f(x)

Q: 7. sech²(Inx) dx X

A: Let's solve given integral.

Q: Vsin² 2x dx =?

A: Given ∫02πsin2 (2x) dx Remember sin2 (2x) is always positive. Thus, sin2 (2x) should be positive for…

Q: dy Flnd - of x³+y³=6xy dx

A:

Q: S(secx – tanx)²dx

A: I have stated the used formulas in the solution

Q: 9, (x2 + 2x - 5) dx

A: