S dx | x-7 2x2-チ

Q: d S 1+ 2x3 Find dx ( 4x5 – 1

A: Since you have asked multiple questions in a single request, we would be answering only the first…

Q: スx dx rx2+ 36

A:

Q: dx -3 x(x+1)

A: We know, ∫dxx-a=ln(x-a)

Q: dx 2 X - 25

A:

Q: dx 9-x2

A: We will find the integral as following.

Q: by3 | (3b? – x²)(1 – x³V3)/3b² – x² dx - -

A:

Q: C. f [x) = ler -x %31

A:

Q: x dx 2)√√√27+6x-x²

A: Given, ∫ x27+6x-x2dx

Q: dx x2/3

A: ∫dxx-x2/3=∫dxx2/3(x1/3-1)

Q: dx Evaluate: a) - x² +4x + 20

A:

Q: dx. Evaluate - 1)²(x² + 2) x+3

A:

Q: xx5+G dx 4.

A: To find the integral , using a suitable substitution

Q: e2x dx Evaluate: 9-4e4

A:

Q: S dx x² √√9-x² 2

A:

Q: dx 2(x - 2)²

A: To evaluate,∫1x2x-22dx

Q: dx 4 2 x3 +x3

A:

Q: dx X - 3

A:

Q: dx 3-2x-x2

A: Since, the student has posted multiple questions and mentioned to solve no. 5 but there is no no. 5…

Q: dx Evaluate: (x2 + 4)

A: Given that ∫1(x2+4)2dx We need to apply the reduction formula ∫1(ax2+ b)2  dx = 2 n − 32 b (n−1 )∫1(…

Q: -6 3 dx . x² – 25 2. Evaluate |-

A: Topic- Integration

Q: I dx x√x² - 64

A: we will solve integration by substitution.

Q: Find d7 dx> d7 dx7 -(46 In(x)). -(x6 In(x)) =

A:

Q: ∞ ∞ dx 2 x² +9

A: Given :∫-∞∞dxx2+9

Q: dx 3 (9 – x²)ž

A: In the given question we have to solve the integral s.t…

Q: 4 - x -dx. 16 – x2 III. Evaluate

A: Solving

Q: QIFind dx /1+x²/3

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Q: f(x5) (16-x²)³/² dx

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Q: dx 3 -1 (4-x²)7

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Q: S dx x2 x² + 13x

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Q: please asnwr

A: The given integral is ∫x31-x2dx. We have to evaluate the given integral. Here we use the integration…

Q: dx (a) x4 +1

A: By Bartleby policy I have to solve only first one as these 2 are unrelated and lengthy…

Q: dx x² - 4x + 13 X

A: Given  ∫dxx2-4x+13To find integral:

Q: dx 3- A) Find f a2+x2

A: To compute the following integral

Q: dx Evaluate 34 N2 + 3x - 2x

A:

Q: Evaluate x² √x² + 25 -2 S dx

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Q: g3 +5x²+9x+7 dx dæ Evaluate x²+5x+4

A:

Q: Q.49.a) S: dx x3 Vx2-9

A: Integration problem....

Q: (x² + x) dx -2

A: Given integral is, ∫-20x2+xdx

Q: dx (a) : x2 + 4 .2

A: Since you have asked multiple question, we will solve the first question for you as per our guide…

Q: QIFind dx 1+ x2/3

A: In this question we have to solve integration.

Q: x dx J 7x2 + 3)5 (7>

A:

Q: dx 2. Evaluate -2 v2x2 + 8x + 10

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Q: r 5x² – 3x + 18 dx aln b - clnd x(9 – x²) 12.

A:

Q: dx 2. 9+x°

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Q: S x-6 x²+9 dx

A: To evaluate the given integral. ∫x-6x2+9 dx   Here use the formulas: ∫1x2+a2…

Q: x- 2 7) dx =

A: integration

Q: dx Evaluate: x/9x² + 4

A: LetI=∫dxx9x2+4I=∫dxx(3x)2+22Put 3x=2tany  ⇒y=tan-1(3x2)differentiate…

Q: dx x-8

A: