Find the quotient using synthetic divisioh. (b* +3b -11b -9b–20)÷(b+5) (p'-3p²-18) (p-2) 5. 6.

Q: [ 2x(9-8)] x 2 divided by 4+3

A:

Q: algebra

A: We will find the quotient.

Q: Divide 6x' +13x² – 3x+5 by 2x+5 to find the quotient. (3 marks) 2.

A:

Q: x3 (x2 + 1)3 dx

A:

Q: Find : (a) 4xSy³ + 2x?y-y-2x-4 0. %3D

A: Basic identities of differentiation is used along with the chain rule

Q: Simplify: 5 - [3(x – 4) – 6x].

A: To simplify 5-3x-4-6x

Q: a? – 6x – 10

A:

Q: 6x2" y" x2" – y2n 6x3n + Simplify:

A: We have given  6x3n+6x2nynx2n-y2n We have to simplify  this.

Q: 4 u CB.67 x10-8)

A: We will solve the following

Q: óa b7 (a+b) (3ab) (3ab*)* Simplify the rational expression 3.

A: 6a4b7/(3ab)2×(a4b7)2/(3ab4)3 6a4b7/(9a2b2)×(a8b14)/(27a3b12)

Q: If possible, write 9 - 7x - 13x² as a linear combination of x − 1 + x², (−1) + x² and x − 1 + 2x².…

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Q: 5 (b): Evaluate:

A:

Q: Adding and Subt (-ok°+3k)-(-5k3+322-3k!

A: Given (-6K³ + 3K) - (-5K³ + 3K² - 8K)

Q: x+2) Which expression represents the volume of the prism shown? (9x + 3) (4x - 5)

A:

Q: FValua te!- D కో బాషా 2ax-x2 a

A:

Q: √2x-√3y X by rationalize the numerator.

A:

Q: 7(x+7/6)-6  simplify

A: In order to simplify Always follow the BODMAS rule.

Q: 11 7 Find Y 12 2r₁²³² + y² = 4 2

A: here is the solution

Q: −x6y7z)(−x7y9)

A: Given query is to multiply the expression.

Q: (38r+ 61y) - (3r - 11y)

A:

Q: I don't understand how (1+2+.....+k)^2=(k(k+1)/2))^2. Please explain. Thank you

A:

Q: 2х — 3 x² – 5x + 6 x + 4 Subtract: x² – 2x – 3

A: Subtract 2x-3x2-5x+6-x+4x2-2x-3: 2x-3x2-5x+6=2x-3x-2x-3 x+4x2-2x-3=x+4x+1x-3

Q: 2x+10 dr 1²(x – 4) Evaluate

A: Indefinite integral

Q: Vx² +16 Use a trig substitution to evaluate

A:

Q: Perform this subtraction: (8z- – 8x2 + 10) 1z + 7x) - (3r

A: We can perform the subtraction as below.

Q: 3/2+8(1)

A: Solve the expression as follows.

Q: 4. Subtract (b + 5)- (4b – 6b - 6)

A: solve the following