Classwork/homework- Polynomial Review

2

Identify the base and exponent in the expressions below.

4
3
x
5
2
7
y
-1

Base
Exponent

3

Match each expression on the left with its simplified form on the right.

1

Simplify the expression.

1

What value of b makes this a true statement?

1

What does x need to be in order to make this a true statement?

1

Simplify completely:

1

Simplify completely:

1

What value of x makes this a true statement?

1

Simplify completely:

1

Simplify completely:

1

Simplify completely:

1

Simplify completely:

1

Simplify completely:

1

Simplify completely:

1

Simplify completely:

3

Select all that apply to simplify this expression:

1

To raise a power to another power, you simply

1

Evaluate:

1

Simplify:

1

Simplify the expression:

2

SELECT 2 equivalent expressions for the following:

1

Anything to the power of zero equals zero.

1

Negative exponents just make the answer negative.

2

SELECT 2 expressions that are equivalent to the problem shown:

1

Given the expression shown below, what would you do to the EXPONENTS to simplify the expression?

1

Given the expression shown below, what would you do to the COEFFICIENTS to simplify the expression?

1

Simplify the expression:

1

Simplify the expression:

1

Which rule was used to simplify this expression?

2

Which rules can be applied to simplify this expression (CHECK ALL THAT APPLY):

1

Simplify completely:

1

When you are multiplying powers with the same base, the ____ stays the same and the _ are added. (Separate words with a comma.)

1

When dividing powers with the same base, the _ stay the same and the _____ are subtracted. (Separate words with a comma.)

1

When raising a power to a power, the exponents are ___ and the base stays the _. (Separate words with a comma.)

1

If an is zero, the answer is equal to . (Separate words with a comma.)

1

Simplify:

1

Simplify:

1

Simplify:

1

Simplify:

1

Classify the polynomial based on its number of terms.

1

What things need to match in order for terms to be considered 'Like terms'?

1

Which of the following polynomials consists ONLY of like terms?

1

Select the expression below that is in standard form.

1

What is the simplified form of the equation below in standard form?

1

Which of the polynomials is correctly simplified?

1

How many terms does this polynomial have?

1

What is the degree of this polynomial?

1

Simplify, and write in standard form with no extra spaces:

1

Write an example of a 5th degree binomial with a leading coefficient of 5 and a constant of -10. Use x as your variable.

1

Perform the operation and put your answer in standard form (degree greatest to least)

1

Perform the operation and put your answer in standard form (degree greatest to least)

1

Is this a polynomial?

1

What is the degree of this polynomial?

1

How many terms does this polynomial have?

1

Classification name?

1

Is this a polynomial?

1

What is the degree of this polynomial?

1

What is the classification name for this polynomial?

1

Classwork/homework- Polynomial Review

Identify the base and exponent in the expressions below.

Match each expression on the left with its simplified form on the right.

Simplify the expression.

What value of b makes this a true statement?

What does x need to be in order to make this a true statement?

Simplify completely:

Simplify completely:

What value of x makes this a true statement?

Simplify completely:

Simplify completely:

Simplify completely:

Simplify completely:

Simplify completely:

Simplify completely:

Simplify completely:

Select all that apply to simplify this expression:

To raise a power to another power, you simply

Evaluate:

Simplify:

Simplify the expression:

SELECT 2 equivalent expressions for the following:

Anything to the power of zero equals zero.

Negative exponents just make the answer negative.

SELECT 2 expressions that are equivalent to the problem shown:

Given the expression shown below, what would you do to the EXPONENTS to simplify the expression?

Given the expression shown below, what would you do to the COEFFICIENTS to simplify the expression?

Simplify the expression:

Simplify the expression:

Which rule was used to simplify this expression?

Which rules can be applied to simplify this expression (CHECK ALL THAT APPLY):

Simplify completely:

When you are multiplying powers with the same base, the ______________ stays the same and the ___________ are added. (Separate words with a comma.)

When dividing powers with the same base, the _______ stay the same and the ___________ are subtracted. (Separate words with a comma.)

When raising a power to a power, the exponents are _______________ and the base stays the _____________. (Separate words with a comma.)

If an ______________ is zero, the answer is equal to ______________. (Separate words with a comma.)

Simplify:

Simplify:

Simplify:

Simplify:

Classify the polynomial based on its number of terms.

What things need to match in order for terms to be considered 'Like terms'?

Which of the following polynomials consists ONLY of like terms?

Select the expression below that is in standard form.

What is the simplified form of the equation below in standard form?

Which of the polynomials is correctly simplified?

How many terms does this polynomial have?

What is the degree of this polynomial?

Simplify, and write in standard form with no extra spaces:

Write an example of a 5th degree binomial with a leading coefficient of 5 and a constant of -10. Use x as your variable.

Perform the operation and put your answer in standard form (degree greatest to least)

Perform the operation and put your answer in standard form (degree greatest to least)

Is this a polynomial?

What is the degree of this polynomial?

How many terms does this polynomial have?

Classification name?

Is this a polynomial?

What is the degree of this polynomial?

What is the classification name for this polynomial?

What is the leading coefficient?

Identify the base and exponent in the expressions below.

Match each expression on the left with its simplified form on the right.

Simplify the expression.

What value of b makes this a true statement?

What does x need to be in order to make this a true statement?

Simplify completely:

Simplify completely:

What value of x makes this a true statement?

Simplify completely:

Simplify completely:

Simplify completely:

Simplify completely:

Simplify completely:

Simplify completely:

Simplify completely:

Select all that apply to simplify this expression:

To raise a power to another power, you simply

Evaluate:

Simplify:

When you are multiplying powers with the same base, the ____ stays the same and the _ are added. (Separate words with a comma.)

When dividing powers with the same base, the _ stay the same and the _____ are subtracted. (Separate words with a comma.)

When raising a power to a power, the exponents are ___ and the base stays the _. (Separate words with a comma.)

If an is zero, the answer is equal to . (Separate words with a comma.)

When you are multiplying powers with the same base, the ____ stays the same and the _ are added. (Separate words with a comma.)

When dividing powers with the same base, the _ stay the same and the _____ are subtracted. (Separate words with a comma.)

When raising a power to a power, the exponents are ___ and the base stays the _. (Separate words with a comma.)

If an is zero, the answer is equal to . (Separate words with a comma.)