x2 +3 dx x (x2+2x+1)

Q: 2. Find the value of 1 3x + 13 x² + 4x +3 dx

A: We can you valve the given definite integral by using the partial fraction method.

Q: 2 Find 2(x² + 3x - 1) xp- b. (x+ IX2x - 1)ar – 1)' dx x(x + 1) + 2 – 2x – x² a

A: We Use partial Fraction to separate the denominator and then integrate with respect to x.

Q: 8. Which equation has exactly A 7x =7 B) 7x 7a x +1 = x + 1 Dx+1= x + 2

A: A) 7x = 7 implies x = 1 Exactly one solution B) 7x = 7x  This is true for each x Implies infinitely…

Q: Find the intergral of dx/(x^2+6x+13)

A:

Q: How would I solve this problem using the product rule?

A:

Q: dx Evaluate: 9 – x2 6,

A: folllow next step

Q: Evaluate the followingintegrals.

A:

Q: PLSS ANSWER ASAP!!!!

A:

Q: S 23x* + 5 +* x2-16 dx X-4

A: We will use simple Integration rules to solve this question.

Q: S egral dx (x²+4)² can be transfa

A: Answer is option-(d).   Using basic equations of trigonometry and substitution we got the answer as…

Q: 8. (c) x³e 73e-2x dx 0.

A: To evaluate the below integral. ∫0∞ x3e−2xdx

Q: Evaluate by any applicable method. 1/2 5-x So dx 4x2+1

A:

Q: 4 + x² dx 2

A:

Q: -5x +3x – 28 dx (x – 1)(x² + 9)

A:

Q: x² + 2x 6. dx = 72 .14 3 Vx? dx = 20.944 7. 10 10 3. (Vx* + Vx²) dx = 93.089 3.

A: As per Bartleby guidelines only 3 question can be solved at a time. Please repost the rest Question.

Q: Evaluate the integrals

A:

Q: Show that (xcos(2x)dx=. A-2 8

A: LetI=∫0π4xcos2xdxPut 2x=udifferentiate on both side2dx=dudx=du2As x→0 then u→0As x→π4 then…

Q: 4 - x -dx. 16 – x2 III. Evaluate

A: Solving

Q: 10x3 dx V1 – x8

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

Q: 小 7) In x √x - dx

A: I have stated the used formula in the solution

Q: Find the values of a that make: ja- |(x– 2)dx = 6

A: Answer

Q: Show that: -1 xb-1 In x dx b2 2-

A: we use integration by parts

Q: 21. Jo 0 dx (x + 1)(x² + 1)

A:

Q: - 30 + 8x² | + 8a° dx =

A:

Q: x2+3 2. S x (x²+2x+1) dx

A: We will solve the problem.

Q: Evaluate the follo 1) , 3x(x-5)dx

A: Given integral is: I=∫-123xx-5dx

Q: 3x+x -dx3D O a. 3 O b. 0 O C. -4 O d. 4

A:

Q: -8x2 + 16x + 8 dx (x – 1)2(x² + 1)

A:

Q: (x5+2x² + 1)dx x3 x³ - x

A: We know that integration of xn  is- xn+1/n+1 + C . Here C is integral cosntant.   Here i attached…

Q: 15a 3.) dx x5 – 3

A:

Q: メ+4 dx x²+4

A: Given:       ∫x+4x2+4dx      =∫xx2+4+4x2+4dx Apply linearity:      =∫xx2+4dx+4∫1x2+4dx

Q: a) Evaluate -5 S₁v 1 √√4 − (x − 3)² dx -

A:

Q: A) Evaluate 1 dx. I vit 6x – x² -

A: In this question we will use basic of calculus i.e concept of integration. First we will convert the…

Q: ¹₁¹+x² x + 2y dy dx -12x²

A:

Q: 5x² +1 dx2

A: d2ydx2=5x2+1Substitute d2ydx2 with y'' ⇒y'' =5x2+1Integrating once we…

Q: ines: 8. 3 x 4; D = {Integers} %3D -

A:

Q: S 23x26 + 35 + x2-16 dx x-4

A:

Q: 2tan-1(x) dx = - In2 2 (b)- In4 (0) + In2 (d); - mn

A: Given:- I=∫012tan-1(x)dx

Q: Evaluate J 12-2+ 19) 1 -dx + 10)3

A:

Q: 8(-x*+6x) (x5-15x²+4)3 dx Integrate.

A:

Q: 5x 2 Evaluate: ²3x²dz dy dx 2

A: I am going to solve the problem by using some simple calculus to get the required result of the…

Q: 2. Evaluate 4 dx . 2 x²- 36 -00

A:

Q: Compute ( 2xー-4d 2x°ー4 x3-2X dx

A: Simplify the integrand and solve the integral part by part.

Q: 1+ x6 x² dx J.

A:

Q: [x³ In 4x dx A) _ x4nux - A x +C oA nixt dx4+c 4x 16 B) In 4x xr…x4.C D) =xAndx- +x4+C

A:

Q: -2 х 6. dx 1-x

A: Topic = Integration use ∫1xdx=lnx+Clnx⇒x is NOT defined for negative values of the independent…

Q: Зх-7 dx 10x2+3x+11

A:

Q: 3. 5 (xº - + 2ex) dx 2ех

A:

Statements and Logic

Logic is the analysis of general patterns of thoughts without regard to any specific sense of context.