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# how do you divide this exression..3x 3 - 2x 2 - 61x - 20 by x - 5.

how do i divide this expression?....    3x 3 - 2x 2 - 61x - 20 by x - 5.

# Polynomials

Determine the 3rd degree polynomial function that passes through the following four points: (1, 2), (2, 15), (-1, -12), and (0, 3). What is the value of a2 (the coefficient...

(x-4)2 (x-9)   I have to put this polynomial in standard form :) Help please

# helpppppppppppppp

(x-4)2 (x-9) I have to put this polynomial in standard form :) Help please

(x-4)2 (x-9)   I have to put this polynomial in standard form :) Help please

# what is the smaller number?

The sum of two is 19, and their product is 78. What is the smaller number?

# Solve the problem

5-x/x + 3/4 = 7/x

# polynomial help

Consider the polynomial P(x), shown in both standard form and factored form. P(x)=−1/3 x^4 −1/3 x^3 +7/3 x^2 +1/3 x−2=−1/3 (x+3)(x+1)(x−1)(x−2)    State the zeros...

# Simplify the expression (x+8)^3

Simplify the following expression:   (x+8)^3; and the answer is not x^3+512.

# how do i find the factors in polynomials

I have a worksheet on using distributive property it says to factor each polynomial but i dont know how. here is one of the polynomials 7x+49 How do i factor it?

# How to do this by dividing and factoring

(X2-10x + 25)/(X-5)

# what is the polynomials factor of b2 + 8b + 7?

how do i solve this problem i dont understand how to do it

# how do i break down this polynomial x3+5X2-x-5

how do i simplify this polynomial  X3  + 5X2 -X - 5

# 12y^4+33y^3+6y

AAAAAAAAAAANNNNNNNNNNNSSSSWWWWWEEEEERRRRR

# (y^2)+y+19

factorize this equation

# Simplify the rational expression

((x-5)/(x2-25))-((3)/(x+5)) where A and B are polynomials of degree as low as possible and the leading coefficient of B is 1

# find the roots in increasing order

Given f(x)=-8(x+6)5(x+3)9(x-1)7, Find the roots in increasing order  the roots are= ( should have three of them) To the left of the first root, is the graph of f(x) above or below...

# find all the real zeros of the polynomial

P(x)=x3-2x2-9x+4 its real zeros are x1= x2= x3= with x1≤x2≤x3 If the polynomial has only two real zeros, input them at x1 and x2 ; if the polynomial has only one real...

# solve the equation

2x4-11x2+12=0 solve the above equation.