5. (8x-77) (3x+38)"

Q: 2 3 (25-x2) 2

A: Given:The integral is,

Q: 3(x+3)^2 and the answer is 3(x^2+6x+9) how do you get that answer.

A: Expanding (x+3)^2 :

Q: (c+d)^4 -1

A:

Q: (8y-20)^2=9

A: Given information:The given equation is

Q: 9x²+4 (3x³-4-8)² S dx

A: Given : Integral : ∫9x2 + 43x3 - 4x - 82dx   To evaluate : The given integral

Q: 4x/(x2+9x+18) + 5/(x+6)

A: The given equation is; 4x/(x2+9x+18) + 5/(x+6)

Q: b) 3x(x-リを(x+2置6x-度(税)

A:

Q: Find the value of x. 2) 3), (x + 9) (4x + 2) 58 147 4) (4x + 1) (11 + 2x)"

A:

Q: 2(2x-3)3-(x- 1)(2x – 3)-23 (2r- 3)23 - 88.

A:

Q: Evaluate (2x + 4)(3x + 2) d dx A) 6 C) 12x + 16 B) 6x² + 16x + 8 D) 30x² + 43x + 8

A: Given query is to find the Indicated derivative.

Q: 2)8y +189y-72= 0,

A: We have to solve 8y^2+189y-72=0

Q: 3. 5x + 9 = 3(x + 6) %D

A: Given equation is  5x+9= 3(x+6)

Q: 7(3x+6)=11-(x+2)

A: Given an algebraic equation. We shall solve the equation for x.

Q: 8(8v-4c-7)

A:

Q: Find x³-4x² + 40x+127 (x²+25)(x − 4)² - I da

A:

Q: 9(a + b) = 9a+

A: Given, 9(a + b) = 9a+

Q: 2x3 + 1 x3

A:

Q: exact length of each of the following curves.

A:

Q: 5b2 (b2 - 4) = 112 - 39b2

A: The given equation to be solved is 5b2(b2–4) = 112–39b2.

Q: 5) (4x3 – 7x) (2x - 1)

A: Simplify Taking x common

Q: 7. x = 95 (7x - 4) (3x+23) (9x-6)

A: Explanation of the answer is as follows

Q: Jika 9b+ 18a =27, dan (2a+b)c =42, nilai (c-3)^2

A: Given if 9b+ 18a =27 and (2a+b)c =42, then we have to compute (c - 3) 2 .

Q: 8(c-3d)-(3c+d)

A: The given expression is

Polynomials

Try substituting 1. You will get 6 and not 0. Try other real values also. What About -2? Let us check.