find- given that 2xy= 4 2 dx

Q: Evaluate D dx . (x=1)(x² +4)

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

Q: 3 sla? – x²) % dx

A: Given ∫ (a2- x2)32 dx Perform trignometric substitution x= aSin (μ) →υ= arcsin (xa), dx= acos (μ)…

Q: Find the derivative. d. (In (9x? + 4)) dx di (In (9x? + 4)) =| dx

A: Solution:To find:ddx ln (9x2+4)=?Formula:ddx(log x)=1xddx(xn)=nxn-1

Q: dx (x+1)(x+2)2 3.

A:

Q: 2.x? Evaluate dx using substitution technique. 2x' +5

A: Since Mulitple questions are asked, Hence doing only first question.

Q: and dx = 0.4

A: Given, y= 3√x Δx= 0.4 x= 3 We know that, Δy= f(x+Δx)-f(x) Substituting known values, Δy=…

Q: ə e(g?+5xy-24 +4) dx x(2x + 2y -1) dly + メ

A:

Q: Evaluate . (6r –10)e*dx

A:

Q: 3. 4x 3 + dx

A:

Q: (4ху + у? — 1) dx + (2xy + 2x? - 3) dy

A:

Q: find x for which = 0. dx

A:

Q: Evaluate x In x dx.

A: This is solved using product rule

Q: x +1+ tanh? (4) dx x2

A:

Q: Determine the following indefinite 12 dx X 12 dx = X

A: The given integration is ∫1-x12xdx.

Q: dx 2. S sec4xcot4х

A:

Q: find dy /dx for Hhe followiny (इस्ट '5र) +4 (In 2X) te

A: Given : y = 3ln2x+ecscx2+4sec-15x

Q: So (2+7x) et ¹ dx

A:

Q: Find fre dz |2e*dx

A:

Q: 1. dx てナメてナて

A: We have to evaluate the integral

Q: – 1)*dx

A:

Q: Find the following

A:

Q: dy 1. dx + 2xy? = 0

A: Method of separation of variables for an ode is to separate the variables in each variables and then…

Q: -1 dx. 11

A: As per bartleby guidelines we only give first question answers.

Q: Q3//A/ Evahuate 6. In(2)dx

A:

Q: x² dx 4

A:

Q: Find the value of b so that (2x – 1)dx = 10 - 1 3 O 2

A: We have to find out b

Q: In(1 – x) dx

A: We have to solve this integration

Q: [2x sec?x dx =

A: Given: I=∫2xsec2xdx For evaluating given integral, We use integral by parts theorem According to…

Q: Ql Find se dx |

A:

Q: d Find -(4 In(x)) dx

A:

Q: 2x (т — 1)? dx 2

A:

Q: х + 3x + 4 dx

A:

Q: 8e 2* dx Using an appropriate substitution, evaluate:

A:

Q: 1 dx (2x + 1)'

A:

Q: -2 t Evaluate √5+² dx

A: To solve the given definite integral problem.

Q: dx x? – 4x + 5

A:

Q: Evaluate (from 1 to 3) ∫(x^2+2)/x dx

A:

Q: Evaluate e (r- 2|) dx if it exists. If it does not exist, explain why.

A: To evaluate: ∫-12x-2|x|dx

Q: Evaluate (-x + 4x – 3) dx using each of the following values. 26 x² dx x dx = 4, dx = 2 3'

A: Given: ∫13x2 dx = 263 ∫13x dx = 4 ∫13 dx = 2 ∫13-x2+4x-3 dx = ?

Q: Kindly sotve por : Dx (In | v | ) = Dx ((tan (3x) - In | 2x| + ( x³ - In | e|) - In | Inx | )

A: On differentiating Lhs: ddx(ln y)=1y.dydx on differentiating Rhs: ddx( tan(3x).ln|2x| +…

Q: Determine how large the number a has to be so that 00 dx

A: Given, ∫a∞1x2+1dx<0.009

Q: In e* dx Evaluate 25+4x4

A:

Q: (1) dx

A: L)

Q: d d re' dx 'In x

A: To evaluate: ddxexlnx We know that ddxex=ex and ddxlnx=1x Quotient rule of differentiation states…

Q: |(2x - 1) dx .

A:

Q: Find the value of b so that (2x – 1)dx = 10 O 1 O 4 O 2 3

A:

Q: 4) SA tan?x dx ? А. — 1 В. 1 — С. 1/3 D. 프+ 1

A:

Q: Evaluate a dx a2 +k? -

A: From the given problem: I=∫x-ax2+k2dx So, we can also write as:…

Q: Evaluate the integral.

A: We have the given integral as I=∫012x+3x+12dx On solving further, we get the result as…