3x(5x+8)

Dividend of 5 or more terms.

A type of shape

Sum of one or more Monomials.

Degrees must drop from left to right. Like terms must be combined.

Degrees drop from right to left. Like terms do not have to be combined.

3x⁸+ 4x⁵

3x²+3x³

Start by finding the degree of each term in the Polynomial. The degree is all the the exponents added together in a single term. After finding the degree of each term determine which term in the polynomial has the highest degree and that is the degree of the polynomial.

Find the degree of each term. Take the lowest degree out of the terms to determine the degree of the whole polynomial.

3x⁴

You cannot find the degree of a polynomial.

The coefficient that is non-existent.

The coefficient of the term with the lowest degree.

The coefficient of the term with the highest degree.

1)subract

2)multiply

3)divide

1) Rewrite to remove parenthesis.

2)Identify and group like terms.

3)Combine like terms

It is impossible to add polynamials.

Line up like terms vertically.

Fill in the spaces where there are no like terms.

Add like a normal addition problem

2+2

Combine terms subtract.

It is impossible to add polynomials.

Distribute -1 throughout. Then continue with the same procedure for adding.

(3y-4y)

Distribute 1 thoughout. Then do same procedure for substraction.

None of the above.

Remove all variables in the polynomial then multiply.

Combining like terms

A single term polynomial.

Distribute the monomial throughout the polynomial.

Distribute one binomial into the other.

add

then simplify by combining like terms.

Distribute one binomial into the other.

Multiply.

Then simplify by combining any like terms.

Distibute on binomial into the other

Divide

Then simplify by combining any like terms.

First,outer,inner,last

Find,inner,out,lazy

Flex,out,inside,learn

Fun,oppose,interesting,like

FIND

FIOL

FOIL

FIRE