Stoe 0 ex dx Evaluate: A 0 (B) e (C) + ∞ (divergent) D 1 E) None

Q: (21 + V3)/3 11 dx Evaluate 50 + x - 14x

A: Explanation of the answer is as follows

Q: 3 Using appropriate substitutions evaluate V9 – x² dx

A: To find : Evaluate the integral given in the question.

Q: | 4z(z* + 1)* dz Calculate: 0.

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Q: (x + y)ds, C : ¤ = 2t, y = – 2t + 3, for – 3 <t<0. Preview

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Q: 2x2 + 2x+1 dx. x+1 Evaluate: e

A: Please see the answer below.

Q: Q. / Standx dx 3 None 2log|sec4x| + c 3 8log|sec4x| .+ c 3 2log|sec4x| + c 4

A:

Q: 9. Evaluate -2x +9x-1 dx (x² – 2x +1)(x +2) -

A: Solve the problem using partial fractions

Q: dx Evaluate: N6 – x –. dx Evaluate: Vx + x + 1

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Q: Evaluate (x² + y²) dxdy

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Q: Stan-1x dx = xtan-x - In(x² + 1) +. Select one: True O False

A:

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

A: See the attachment

Q: Evaluate: | V12 – 2| +x dx

A: Explanation of the answer is as follows

Q: Q3. Evaluate S 2x+1-5x-1 dx 10*

A: Given that ∫2x+1-5x-110x dx evaluate the integral

Q: (1 + 1)e dr 5.

A:

Q: Evaluate: +(1+x+x² + x³)e-4x² dx Evaluate ¹/² √cose de 0

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Q: e2y (е) dy |19+ edy)

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Q: = (2xy + z² )i + (x² +z)j + (y + 2xz)k, determine a possible value for .

A:

Q: -2 t Evaluate √5+² dx

A: Given integral is,To find : The solution of Integral.Integration rule used :where  is constant.

Q: Exc. Eind. Lim (x-1) y3

A: Solution:

Q: tind y 3 O y=(++ y =9tan 4 ® y= x (2x+1) (4) %3D 1-VX

A:

Q: Q# Which of the following is equivalent to: xarctan(5x)dx = -dx 2(1+25x²) A) -arctan(5x) – | 5x B)…

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Q: Evaluate (2xy + y3 + 8x)dx + (x2 + 3y²x + 6y)dy (2.0) (1,1) Select one: O a. 6 O b. 8 O C. 5 O d. 7

A: Given :                   ∫(1,1)(2,0) 2xy + y3 + 8x dx + x2 + 3y2x + 6y dy

Q: 3x Evaluate x² +¹+e³ª)dx.

A:

Q: Evaluate: dx (A 2/ e* -+C 3x B 2Vx - (x- 1)e*-2+C O 2V-+C et e D

A:

Q: 7VJ – 4 r64 dy 3. Evaluate

A: ∫1647y-4y3dy=∫1647yy3-4y3 dy                              =∫1647y12y13-4y13 dy…