intergral (2x-1) / (4 square root x^2-x+2 ) dx

Q: 3.) Integrate using an appropriate technique: 24100 dx (show all steps) 4x2 + 24x+100

A: We have to evaluate

Q: show how to use integration byparts to find integration (arcsin x)^2 dx

A: Let I=Arcsin x2 This can also be written as: I=sin-1x2 Now if we want to integrate above function we…

Q: Integrate the square root of (1 - sin² x) dx.

A:

Q: What are the formulas for integration? When and how to apply those formulas?

A: Formulas of integration ∫uvdx=u∫vdx-∫dudx∫vdxdx We use this formula when the integrand are multiple…

Q: 14. √ √2-√x dx

A:

Q: 2. COsh(4x)dx

A: We have to solve given integration

Q: csc squared x/2 = 2/1-cosx verify with steps

A: To Verify:

Q: tion of all components of v(3) correct to two decimal places.

A:

Q: Integral of √1-sin2x/2

A: Integral: -The function F(x)is referred to as the anti-derivative or integral of the supplied…

Q: How do I solve the indefinite integral of x3e-x^2/2dx

A:

Q: integra 6. XVx - 8 dx Je

A:

Q: tion with 2 degrees of freedom. Find hree decimal places.

A: It is given that the t distribution with 2 degrees of freedom. We have to find c such that P(-c <…

Q: find integral 1 / sqrt ( 9x 2 +6x - 8 ) dx

A: Given: I=∫dx9x2+6x-8 for evaluating given integral, first we convert given integral in standard form…

Q: how do we identify the minimum and maximum value of the graph of a function at a given intetval?

A:

Q: Find the intergral of 2xsin(x²+1) dx Please make it step by step

A:

Q: Describe a first step in integrating x10 – 2r4 + 10x² + 1 -dx. 3x3

A:

Q: FIND THE REAL ROOT OF X.EXP(X) = COSX BY SECANT ITERATIVE METHOD CORRECT UPTO 4 DECIMAL PLACES.

A:

Q: vx +1 Sinh Cschx = In 671 %3D %3D

A: First, let us evaluate sinh-1x.  Let  sinh-1x=zx=sinhz It is known that sinhx=ex-e-x2 Therefore,…

Q: Find the general solution using Integrating Factors Found by Inspection

A:

Q: Why does learning techniques of integration (calculus) important in today's modern world?

A:

Q: 1 dx Ji x/1- (In x)²

A: ln x = tdxx = dtx=1 → t = ln 1, t=0x=e → t = ln e, t=1   I = ∫01   11-t2  dtFormula:∫ 1a2-x2  dx =1a…

Q: ntegrate: (In(2x) dx

A:

Q: I am having trouble understanding how to graph triple and double integrals.

A: Draw the region of integration E.

Q: very

A:

Q: Explain the concept of integration and give a real life example.

A:

Q: 3 dx V16-x²

A:

Q: Integrate sqrt (16+x^2) from 0 to 4

A:

Q: Int(sqrt(4-x^2))

A: Substitute x=2sin(u) ⟶ u=arcsin(x/2)dx= 2cos u du

Q: S 10x+11 dx 4x²-4x+5

A: We will evaluate the given integral in the following steps.

Q: Use Integration by parts to solve: (3xsin(5x) dx

A:

Q: 5. x?e-3x dx

A: ∫x2e-3xdx

Q: Integral sinh2xcosh3xdx

A:

Q: find integral  sqrt ( x2 - 9 )dx

A: Given: I=∫x2-9dx we know that ∫x2-a2dx=x2x2-a2-a22lnx+x2-a2+c                                ..1

Q: The integral factor transforms the equation from not exact equation to an exact equation

A: We use the definition of Exact differential equation to obtain the answer of the given question.

Q: Solve for x: tanax=-1 -atanx

A:

Q: X= sin 2tS In %3D Find dw 2- Cost

A:

Q: Integral of 14x2/sqrt 49-x2 dx

A:

Q: A golfer makes a successful chip shot to the green. Suppose that the path of the ball from the…

A: Please refer to the image below

Q: ㅠ -π sec xdx. 3

A:

Q: Integrate (tanx)^3(secx)^3

A:

Q: Give examples of basic integration using exponential rule

A: Give examples of basic integration using exponential rule Let us integrate an exponential function.…

Q: Integrate sinh2xcosh3xdx

A: Given : ∫sinh2xcosh3xdx

Q: Describe at least two (2) similarities found in methods of integration and methods of…

A:

Q: 3-sinx 6. f(x) = 1+ In(x3 — х)

A: Quotient rule of differentiation: Chain rule:   also

Q: A patient is drinking  0.6 pint of orange juice every two hours. At this rate, how many quarts of…

A: Dimensional analysis: A method of analysis in which physical quantities are expressed in terms of…

Q: The Area of a triangle with vertex (4, 3), (4, -3) and (7, -3) can be obtained through double…

A:

Q: difference between the methods necessary to integrate ∫sin2x dx and∫sin3x dx

A: Describe the difference between the methods necessary to integrate ∫sin2x dx and∫sin3x dx