2 dx . 1- x Evaluate

Q: Ex EvaluateS 4x (x+5).dx

A:

Q: | dx x +1 Evaluate

A:

Q: Assume dx 6 and | g(x) dx = –-3. Evaluate each of the following:

A: Given as ∫05fxdx=6 and ∫05gxdx=-3

Q: 3 dx = o 1+x

A: the given integral is ∫0∞x-231+xdx Rewrite the integral as ∫0∞1x231+xdx first calculate ∫1x231+xdx…

Q: 1 d) ₁ √²-7 dx

A:

Q: 1 dx 2 x"Vx-3 Evaluate

A:

Q: 2+ex dx ex Evaluate:

A: Topic = Integration

Q: 1 -dx x2 Evaluate 2 8.

A: ∫xndx=xn+1n+1+C

Q: dx 11. 1+ ex

A: As per our guidelines we are allowed to solve one question at a time. Kindly repost the rest…

Q: 5 dx. 2. Evaluate J-∞x²+25

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

Q: 3 -x Evaluate dx

A: Given : ddxe3x3-x2

Q: (1 + VA)³ -dx. (c) Evaluate /

A: To evaluate the given integral.

Q: 2) Evaluate |x + 11 dx

A:

Q: (a) S x2 (In a) dx.

A: Consider  I=∫x2ln x2dx

Q: Evaluate ΣΓΗ en+1 dx. 1 + x? n=0 Jn

A:

Q: B. Evaluate the following .5 2 -x-6|dx 5 1. 1 dx 2. | 2tan(x)dx 3. 3 dx

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

Q: . Scos(In x) dx

A: Formula used in integration by part   ∫ fg' = fg -  ∫fg'

Q: 2 [ (e² + 1)² dx et

A:

Q: 3x+2 Q 3. Evaluate a) : dx

A: As per bartleby guideline for more than one question asked only first is to be answered please…

Q: (a) Evaluate dx. xVx* +1

A:

Q: dx * Evaluate x(x + 1)

A: Integration is the process of finding the anti-derivative function of the given function.…

Q: 3. Evaluate tan¹x² 1+xº dx

A: dtan-1(x)dx=11+x2

Q: cot ?/n (1 -x)dx 1-X

A: Integration is a reverse process of differentiation . Thus the integration is a process of finding…

Q: True or False: If 3 dx%In|x-3|+B In|x+2|+C (x-3)(x+2) 2 then B =

A: true find integration use partial fraction

Q: Vx In x dx

A:

Q: (3*-e*) dx Evaluate:

A:

Q: dx 6) Stanh-¹ (in √x) x (1 - in ² √ x

A:

Q: a) | x In ædx

A:

Q: 3. Evaluate | x(2x? – 3)° dx 1

A: Definite integral: - The ultimate value of an integral is definite because definite integrals have a…

Q: 7) Evaluate xe* dx

A:

Q: dx x(In x)5

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

Q: 3 foa 0 (|3x − 1| + |3* – 3|) dx

A: Use integral concept

Q: 3. x4 tan x dx

A: Here given function is odd function so directly it is zero

Q: 2) Evaluate: x Inx dx

A:

Q: 5x+3_ dx Evaluate : x2 +2X

A: The integration can be solved by decomposing the integral . This can be done by rewriting the…

Q: (a² – 2) dx ²+2 Evaluate (x4+5x?+4) tan-1 2

A:

Q: 1. Evaluate: z? - 1) In(-x)dx

A: Given, zx2-1ln-xdx ⇒z ln-xx2-1dx We know that the distributive law, ab-c=ab-ac

Q: 2х + 10 dx Evaluate 2(x – 4)

A: topic - indefinite integration

Q: Evaluate (x? + 1) In x dx.

A: The integration of the integral is (x2+1)ln(x).

Q: If the substitution u=1+/x is made, then (1+/x)3/2 dx

A:

Q: 23 Evaluate the following. d. -dx

A: we have to evaluate the following: (c)∫242-x32xdxd∫12e-x+exexdx

Q: 1+x dx Evaluate:

A: Use substitution method: Substitute x= cos(2theta)

Q: 2) Evaluate √3|x + + 1| dx

A:

Q: 2 Evaluate [|2x – 1|dx

A:

Q: dx > लिके of 4ーメ dX

A:

Q: 7. Use a change of variables to evaluate X 1 ² ₂ 2 ²4+ 8 da. -dx. +8

A:

Q: 17x + 31 -dx J (5х + 4)(ӕ — 5) Evaluate

A: Given,            ∫17x + 315x + 4x - 5 dx

Q: Evaluate : J dx 3

A:

Q: 2) Evaluate: 6+ 1-x² i) dx

A:

Q: 15 dx Evaluate V9+ x²

A:

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.