The f x2 dx is 1-2х3 { A } In(1 – 2x³)!/6 + C { B}-In|1 – 2x³| + C {C} -In]1 – 2x³ + C {D} – In(1 – 2x³)+/6 + C

Q: J (x? — 4х + 4)10 dx

A: SOLUTION-

Q: (c) Show that (AB)² + (A x B)² = (AB)².

A: Given ( A.B )2 + ( A×B )2 = ( AB )2

Q: 38 a Complete the square for x² – 8x + 25. b Hence find 2x +7 dr. x² - 8x + 25

A: To complete the given square and to evaluate the given integral.

Q: For

A:

Q: Find the product D (xD – 3) A) xD²– 2D B xD²+4D (c) xD² – 3D D xD²+3D

A: .

Q: 2dx J = (3(ln x)² + 12 In x – 15)i -

A:

Q: (b): Evaluate: (8t³ – 9t² + 10)dt

A:

Q: The zeros of the polynomial P(x) = x* + 3x2 - 4 are %3D (a) 2i,-2i, i and - i (b) 2,-2, i and – i…

A: To find the zeroes

Q: Compute (2i + k) × (3j + 5k).

A:

Q: (7x² – 121a + 516 (x – 4)(x – 8)?

A:

Q: Complete the factorization2t[squared](6t − 1) + 3(6t − 1)

A: We have

Q: What is equal (1 + 5K + 3J ) (1 + 2I+ 3K)-1? Write the coefficient at J & K ?

A:

Q: [(3x2 – 2x + 3) dx - (A) x - x² + C (B) 3x - x2 + 3x + C (C) x - x + 3x + C (D) (3 - 2x + 3)? + C…

A:

Q: Which of the following quadratic polynomials are irreducible? To check, complete the square if…

A:

Q: find the product of 4 6/4×3 4/3

A:

Q: S (x + 7)dx 15x²+x-2 A. In 2 (3x-1)3 (5x+2) +C B. In 3 (3x-1)2 (5x+2)3| +C C. ln (3x-1)³ || (5x+2)3…

A:

Q: Evaluate f(2x² + 3x + 1)5 (8x + 6) dx

A:

Q: V. (a) Find the product of: 1. (x+2)(x + 2) 2. (2x – 1)(2x - 1) (b) Make a general rule about…

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

Q: 21. Write the expression (x + 6)(x – 4) as a polynomial in standard form. A. x - 10x + 2 B. x + 10x…

A: To write the expression as a polynomial in standard form.

Q: A rectangular poster has an area of (2x + 3x - 10) square inches. What are the dimensions of the…

A: We can find the dimension of the rectangle as below.

Q: The conjugate of 7/2 + 5 is

A: The complex conjugate of an imaginary number is the number with same magnitude and same real part,…

Q: USE SYNTHETIC DIVISION 16 x4 17 x2 2x - 6 ÷ x – 2 -

A: Solving the problem by finding the results.

Q: 3x2 – 4x + 5 (x – 1)(x² + 1)

A: we will solve the integral by using partial fraction decomposition.

Q: Find the term of (x² +x²)' that has x88 in it.

A:

Q: Multiply: (æ² + 2x + 1)(x² + 2æ– 1) O gª– 4x² + 2x-1 O 4æ³ +- x² +- 4x-1 O xª + 4x²– 2x + 1 O xª +…

A: Given two polynomials x2+2x+1 and x2+2x-1 , we have to multiply them and get the solution:

Q: √(3x − 5)(x² + 1)da

A:

Q: 6. Simplify. a) (2x - 3x2- 6) + (6x – x³ + 4x² + 5) b) (x² – 4)(2x² + 5x - 2) c) -7x(x² + x - 1) –…

A: Given that -

Q: The f3dx is 2 {A} -x-5/3 + C {C} 3x1/3 + C { B }x/3 + C {D}x5/3 + C

A:

Q: find the missing P and Q (x+P)(x+7)=x2+15x+Q

A: Given

Q: d ( Inx dxx3 1- 3lnx A x³+ 3x²Inx B

A:

Q: Find f'(x) and simplify. f(x)=7׳ (x² -9)

A:

Q: 5 3 32-21+21 +1 palmomial using LDM. Divide the Di

A:

Q: Find d dx [(5x³ - 2x) ¹] 3 4(5x³ - 2x) ³ 4(5x³ - 2x)³ (5x³ - 2x) (15x² − 2) 4x³ (15x² − 2) 3 4(5x³ –…

A: The given problem is solved below in detail.