Unit 2 Review (optional)

1

Expand using Binomial Theorem:

1

Identify the multiplicity of the zero -3:

1

Find all zeros of:

1

What is the degree of f(x)?

2

3

5

11

1

Simplify:

1

The polynomial function that has three terms is always cubic.

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Ɛnyɛ ampa

1

Given that x - 5 is a factor of the following, find ALL zeros.

1

Which of the following will have a zero of 2? (choose all that apply)

1

Factor the expression completely:

1

Divide the following:

1

Classify the following by degree:

1

Solve for x:

1

Identify the leading coefficient of:

1

Unit 2 Review (optional)

Expand using Binomial Theorem:

Identify the multiplicity of the zero -3:

Find all zeros of:

What is the degree of f(x)?

Simplify:

The polynomial function that has three terms is always cubic.

Given that x - 5 is a factor of the following, find ALL zeros.

Which of the following will have a zero of 2? (choose all that apply)

Factor the expression completely:

Divide the following:

Classify the following by degree:

Solve for x:

Identify the leading coefficient of:

List all possible rational zeros of:

Expand using Binomial Theorem:

Identify the multiplicity of the zero -3:

Find all zeros of:

What is the degree of f(x)?

Simplify:

The polynomial function that has three terms is always cubic.

Given that x - 5 is a factor of the following, find ALL zeros.

Which of the following will have a zero of 2? (choose all that apply)

Factor the expression completely:

Divide the following:

Classify the following by degree:

Solve for x:

Identify the leading coefficient of:

List all possible rational zeros of: