817 Answered Questions for the topic Polynomials

Polynomials Algebra 2

07/31/19

precalculus math
for the polynomial below, 3 is a zero. g(x)=x^3-3x^2-4x+12. express g(x) as a product of linear factors
Follows • 1
Expert Answers •2
Polynomials Algebra 2

07/25/19

How many roots does this polynomial have
How many real or complex roots does the following polynomial have?
Follows • 1
Expert Answers •1
Polynomials Algebra 2

07/21/19

math question (solving equation for x in terms of other letters)
equation: 1/a - 1/x = 1/x - 1/b
Follows • 1
Expert Answers •1
Polynomials Algebra 2

07/20/19

Polynomial question
If (X-1/X)2+(X+1/X)2=16, find the value of X6+1/X6
Follows • 1
Expert Answers •2
Polynomials Math Precalculus

07/14/19

Construct a polynomial function with the following properties
fifth degree, 1 is a zero of multiplicity 2,  -2 is the only other zero, leading coefficient is 3.
Follows • 1
Expert Answers •2

07/09/19

Polynomial Function
Write a polynomial function f of least degree that has rational coefficients, a leading coefficient of 1 and zeros at  x= 1, 2, 5
Follows • 1
Expert Answers •1
Polynomials Math Geometry

07/02/19

Explanation of polynomials
Explain why the remainder upon dividing a polynomial P(x) by x-α has a degree of zero.
Follows • 1
Expert Answers •1

07/02/19

Quadratic Equation
The quadratic equation 2x2-3x-4 = 0 has roots p and q.i) Without solving the equation, determine: p3+q3ii) Hence or otherwise find a quadratic equation with integer coefficients which has roots p3... more
Follows • 1
Expert Answers •2
Polynomials Math

07/02/19

Polynomial Question
When the polynomial P(x) is divided by x-1, the remainder is 2, and when divided by x-2 the remainder is 1. What is the remainder when P(x) is divided by (x-1)(x-2).
Follows • 1
Expert Answers •1

07/02/19

Polynomials Question
One root of ax^2 + mx + n = 0 is three times the other. Show that 3m^2 - 16an = 0.
Follows • 1
Expert Answers •1
Polynomials Math Algebra 2 Precalculus

07/01/19

Dividing the polynomial P(x) by x + 3 yields a quotient Q(x) and a remainder of 8. If Q(3)=4, find P(3) and P(−3).
P(3)= ?P(−3)= ?Can't figure out the answer to this problem at all. I have seen this question asked on here before, but the math was a little confusing. Can someone please explain the answer and the... more
Follows • 2
Expert Answers •1

07/01/19

Find an​ nth-degree polynomial function with real coefficients satisfying the given conditions.

n=32 and 5i are zerosf(1)=26
Follows • 1
Expert Answers •1
Polynomials Algebra 2

06/25/19

Form a polynomial whose zeros and degree are given. Zeros: -2, multiplicity 1; -4, multiplicity 2; degree 3
Follows • 0
Expert Answers •1

06/18/19

Comparison between multiplying and dividing polynomials
In what ways are the steps for the long division of polynomials algorithm similar to the steps for the multiplying polynomials algorithm? In what ways are they different?
Follows • 1
Expert Answers •1

06/18/19

Write the polynomial q(x) =2x^-10x+5 as a linear combination of the polynomials p1(x) =x^2+2x-3,p2(x) =2x^2+2x+3,p3(x) =3x^2-2x+1
Write the polynomial q(x) =2x^-10x+5 as a linear combination of the polynomials p1(x) =x^2+2x-3,p2(x) =2x^2+2x+3,p3(x) =3x^2-2x+1
Follows • 1
Expert Answers •1

06/17/19

Special Features of a Polynomial Graph
How important are the "special features" of a polynomial graph? When would you need to find all of the precise values of special features of the graph of a polynomial function? When would it be... more
Follows • 1
Expert Answers •1

06/16/19

End Behaviors of any Relation

Does the graph of any relation have end behaviors that can be described the same way as the end behaviors of a polynomial relation?
Follows • 1
Expert Answers •1
Polynomials Math Algebra 1 Algebra

06/15/19

Difficult algebra question
Lilly is feeding animals. for every squirrel she feeds them 1 apple, for every deer, she feeds 4 apples, for every rabbit 2 apples, for every bird 3 apples, and for every bear 6 apples. if she... more
Follows • 1
Expert Answers •2
Polynomials Algebra 1 Algebra

06/15/19

question about algebra.
Lilly is feeding animals. for every squirrel she feeds them 1 apple, for every deer, she feeds 4 apples, for every rabbit 2 apples, for every bird 3 apples, and for every bear 6 apples. if she... more
Follows • 2
Expert Answers •1
Polynomials Algebra 2

06/13/19

Polynomials and real numbers
If two polynomial equations have real solutions, then will the equation that is the result of adding, subtracting, or multiplying the two polynomial equations also have real solutions? Will the... more
Follows • 1
Expert Answers •1
Polynomials Algebra 2 Roots

06/13/19

Roots of a Polynomial
Why is it important to consider multiplicity when determining the roots of a polynomial equation? Example?
Follows • 3
Expert Answers •2
Polynomials Algebra 2

06/07/19

Solutions of Polynomials
If two polynomial equations have real solutions, then will the equation that is the result of adding, subtracting, or multiplying the two polynomial equations also have real solutions? Will the... more
Follows • 1
Expert Answers •1

06/05/19

Help w/ Polynomials!!
A swimming pool has the dimensions shown. A uniform walkway that is the same distance on all sides of the pool is built around the swimming pool. Which of the polynomials could be used to... more
Follows • 1
Expert Answers •1

05/27/19

Finding the complex roots of a polynomial of the fourth degree.
I was working throught a question in my math book to which I found an answer, but an incorrect one. I was hoping that you guys could help me find the error in my calculations. Question: The... more
Follows • 1
Expert Answers •1
Polynomials Algebra 2

05/24/19

Find an nth degree polynomial with real coefficients satisfying the given conditions
n=3; 4 and 5i are zeroes; f(2)= -174
Follows • 1
Expert Answers •1

Still looking for help? Get the right answer, fast.

Ask a question for free

Get a free answer to a quick problem.
Most questions answered within 4 hours.

OR

Find an Online Tutor Now

Choose an expert and meet online. No packages or subscriptions, pay only for the time you need.