Find: S x² √√x – 3 dx =? A. (x-3) - (x − 3) ²/7 = 2 − 3)² + 6(x − 3)² + c B. ² (x − 3) − § (x − 3) % + ² 3) ² + 3 ²/(x − 3 ) ² + c 2 c. (x − 3) + (x − 3)² + ² (x − 3) ² + c ²/7 ² 1¹/2² - D. / (x − 3 ) ² + ¹/2/(x – - 3)² + 6(x − 3)² + c 12 E. NO correct choices

Q: 3(2x-1/2)=16

A:

Q: Find -2 (4x3 + 12x² - 2)dx

A: Evaluate the difite inetegral: Formula used:

Q: -10 Write x as a linear combination of a and b. Your answer will be an approximation, you are…

A: To Write x as a linear combination of a and b. Using the help of given graph

Q: 9x2 - x3 + 4x 8x + 20 dx. Evaluate Since x + 4x = x(x² + 4) can't be factore

A:

Q: 3 2. x1 + x² dx

A: Definate integration

Q: Evaluate. (10x³+4x² - 7x+2) dx

A:

Q: -8x? + 16x + 8 dx (x – 1)2(x² + 1)

A: We will solve the problem

Q: 2 6² 6² S (3x + 4y) 5dxdy 0 Find

A: We need to evaluate :

Q: d [(5 – 3x – 4x³)5(3x – 4)] dx

A: Derivative using product rule.

Q: d x メ

A: Given integration: ∫01dxx1-x It can be written as follows:…

Q: √(√√x6 + 8 √√x³ − 10 √x4) dx

A:

Q: 3.) Simplify (0.75x + 2y) - (0.3x – 0.6y)

A:

Q: Evaluate 3 (9x² – 2x + 1)dx 1

A: Given:∫13 9x2-2x+1 dxIntegrating formula:∫xn dx=xn+1+C

Q: Q7. Evaluate the following: (x+3)dx -5 -2

A:

Q: d) Solve (0.8x?y³z– 0.6xy²z² +0.4y²) + (0.2y²)

A:

Q: √x√√7-x² d dx - S

A:

Q: Find (9x? - 8x + 2) dx. (9x² - 8x + 2) dx²

A: We know, ∫xndx= x(n+1)/(n+1) +C , C is a constant and for any real number n.

Q: d.

A:

Q: S7=1−1/√2+1/2−12/√2+14−14/√2+1/8.

A: Given:

Q: (x'.3 + 7x25) dx + 7x²5

A: Given, ∫x1.3+7x2.5dx  We have to find the integral.

Q: Evaluate f (5x* - 8x3 + 9x2 – 2x + 7)dx

A:

Q: dx 4-9x²

A:

Q: |(3x – 2)(6x + 5)dx

A: