Use the remainder theorem to calculate the value of p (4)if p (x) = 203-8a2 + 5x+ 6. Therefore, by the remainder theorem, p (4)- [ Select ] and the remainder after dividing p (x) = 2x³ – 8a2 + 5x + 6by %3D [ Select] is [Select] [ Select ] x+4 x-4

Q: The polynomial p(x) = 2-(x+1)+x(x+1)- 2x(x+1)(x–1) interpolates the first four points in the table:…

A: Given, the polynomial p(x)=2-(x+1)+x(x+1)-2x(x+1)(x-1)   interpolates the first four points in the…

Q: Is the given binomial a factor of the given polynomial? If so, write the polynomial as a product of…

A:

Q: Which of the polynomials below is a 3rd degree polynomial? Select one: O a. 3x25x+7 O b. 5x 3-6x4 +…

A:

Q: Consider the polynomial, p = 6x² +23x³ + 25x² – 9x − 5. Apply the polynomial division algorithm to…

A: Please find the answer below.

Q: What does it mean to have a remainder of 0? This pertains to Division with Polynomials.

A:

Q: Which of the following is the most effective way to restore mangrove forests? A B C D diversion of…

A: We have to tell the most effective way to restore mangrove forests.  Mass planting of propagules, or…

Q: Polynomial P(x)=7x99+4x64 - 3x1 +5 is divided by (x+1). Find the remainder. %3D

A:

Q: (x+1) is a factor of x²+2x²+2x+1 Find the other factor.

A: is a factor of .To find other factor.

Q: Given the following polynomial, p(x) = -5x³(x-9)²(9-x²)(5x-2)³(x² + 1) Fully factor p(x) and create…

A: The given polynomial function

Q: 16. Show that (x + 1) is a factor of p(x) = x³ + 2x² + 3x +2

A: We have to show that x+1 is a factor of p(x)=x2+2x2+3x+2 .

Q: Factor out the GCF of the given polynomial y(x+9)+4(x+9)

A: Consider the polynomial  y(x+9)+4(x+9)

Q: The polynomial p(x) = 6x4 - ax3 - bx2 + 28x + 12 where a and b are constant, has factors (x+2) and…

A: The given polynomial is p(x)=6x4-ax3-bx2+28x+12 since x+2 is the factor so x=-2 will make the…

Q: (A) x² +6x+k (B) x²-x+k (C) x² +19x+k

A: answer is in step2

Q: Choose the correct polynomial such that it can be factorized as (2p +q) (4p² – 2pq + q²) p³ – q° 8q³…

A: