d VE evedt dx d -S Intdt dx 1

Q: Find the indefinite integral sec* 7x dx.

A: To find the indefinite integral of ∫sec47xdx

Q: Find integral sqrt (2x − 1)  dx.

A: The the integration is a process of finding antiderivative of a function . There are basically two…

Q: Evaluate the integral 2x dx x – 6 ILO fer th

A: SOLUTION-

Q: Find the integral ∫dx / 1+coshx.

A: We write the function using ex

Q: 3 sinx dx

A:

Q: Find integral.

A: Given: Let I=∫8 sec2 x dx To Find: To evaluate the given integration.

Q: Differentiate. y = Jex +8 dy dx

A: The given equation is y=ex+8 To find: dydx

Q: Estimate sinx? dx with an error of less than 0.001.

A: Given ∫01sin(x2)dx

Q: Calculate the deriv L tan2tdt d_ dx II

A: Derivation of          is calculated as shown below

Q: Use substitution to find the indefinite integral.

A: The given integral is ∫6x+59x2+15x5dx

Q: L* dx 1 S Int dt

A: We will use the Newton Leibnitz formula

Q: Find the indefinite integral. ∫sec3x dx

A:

Q: find integral   x sqrt (1 - 4x 2 ) dx

A: Given: integral Solve the integral by substitution method, substitute Now, the derivative of the…

Q: Integrate the following using ~2 x+1 2. dx

A: ∫12x+1xx-1dx

Q: 1. Jxe dx

A: We have to apply simple integration rules to solve the problem

Q: find integral x / sqrt (x 2 +4) dx

A:

Q: dx х V1-4 ln?х

A:

Q: 1. fx³ In x dx

A: Evaluate the integral equation by integration by parts .

Q: Integrate by parts: Je*sinx dx So

A: The the given integral is, ∫exsinxdx Assume I=∫exsinxdx.

Q: √ x-1 x² + 5x +8 dx

A: Given ∫x-1x2+5x+8dx

Q: sin(ln a) dx

A:

Q: Find integral.

A: To evaluate

Q: 1 dx (sinhx+coshx)²

A:

Q: Evalucate the definite Intcgral S. (l0x+4) dx 3

A: detailed solution is given below

Q: find integral 1/ sqrt ( x2 - a2 ) dx , where a >0

A:

Q: Find. d? (® Int) dt

A:

Q: Find the indefinite integral ∫sinh 6x dx

A:

Q: 1 dx (25 – x2)3/2 - Show My Work (Required) ?

A:

Q: Integrate x sqrt of (x+4) dx using algebraic substitution

A:

Q: Ve 1 dx x/1 /1- (In x)² 1

A: To find the integration.

Q: Evaluate Sx In(sinx)dx

A:

Q: Evaluate 4xcos 3x dx by using integration by part.

A:

Q: 10. S V9x2 + 64 11. ( sech?(In x) 12. S cosh(5x – 7) dx

A: Given

Q: Complete the following inte x 00 eX dx X= 1

A:

Q: 1 1+9g2 dæ| dxl

A:

Q: sec dx Eanx

A: Given

Q: Solve the integral: dx

A:

Q: Find the geneul suluticn dy t. + 2y= 2X 2. dx

A:

Q: Find the indefinite integral ∫sec 4x dx

A: the given indefinite integral is: ∫sec4x dx we have to find the value of the given indefinite…

Q: Differentiate. y = In (7x + 8) In (8x + 5) dy dx II

A:

Q: dx

A:

Q: find integral   x sqrt (1 +x 2 ) dx

A:

Q: Evaluate the indefinite integral. + 10 sec? x) dx

A: We have to solve

Q: •8 1 dx /1+ x 0.

A: Substitute 1+x = t2 but don't change the limits and solve the integration.

Q: Sind dy forys(x) dx 3517X

A: y=(xx)3sin x

Q: Compute Jcosh'(x)sinh?(x)dx = %3D

A: We write the given integral as:…

Q: sinh(cot(x)) x2 + 1 dx

A: To Determine: find the integration Given: we have ∫sinhcot-1xx2+1dx Explanation: we have an integral…

Q: Integrate: Sx e* dx.

A:

Q: Find the integral. 1 dx 2x

A:

Estimation

A new framework of data analysis where the new statistical methods are used for interpreting the results and analyzing the data is known as estimation in statistics.