Question 1

Divide.

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Question 2

Simplify the numerator, and then divide.

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The answer of Simplify the numerator, and then divide. ...

Question 3

Use the property   to simplify the expression.

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Question 4

Multiply binomials using the COLUMN method.

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Question 5

Write the number in scientific notation.

Accepted Answer

The answer of Write the number in scientific notation. ...

Question 6

Simplify.

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Question 7

Simplify. Write the answer with positive exponents only.

Accepted Answer

The answer of Simplify. Write the answer with positive exponents...

Question 8

Identify the polynomial as a trinomial, binomial, or monomial, and give the degree.

Accepted Answer

A)  Trinomial, 2 
B)  Binomial, 2 
C)  Monomial, 2 
D)  Trinomial, 3 
E)  Binomial, 3 
A)  Trinomial, 2 
B)  Binomial, 2 
C)  Monomial, 2 
D)  Trinomial, 3 
E)  Binomial, 3

Question 9

Perform the indicated operations.

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Question 10

Perform the division (find the quotient).

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Question 11

Write the expression with a positive exponent, and then simplify, when possible.

Accepted Answer

The answer of Write the expression with a positive exponent,...

Question 12

Simplify.

Accepted Answer

The answer of Simplify.  ...

Question 13

Simplify the expression. An answer with exponents should contain positive exponents only.

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Question 14

Suppose you have two squares, one of which is larger than the other. Suppose further that the side of the larger square is five times as long as the side of the smaller square.
If the length of the side of the smaller square is x , find the area of each square. Then find the number of smaller squares it will take to cover the larger square.

Accepted Answer

A)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   . 
B)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   . 
C)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   . 
D)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   . 
E)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   . 
A)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   . 
B)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   . 
C)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   . 
D)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   . 
E)  The area of the smaller square is   . The area of the larger square is   . The number of smaller squares it will take to cover the larger square is   .

Question 15

Simplify.

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Question 16

Divide.

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Question 17

Multiply by applying the distributive property.

Accepted Answer

The answer of Multiply by applying the distributive property. ...

Question 18

Multiply.

Accepted Answer

The answer of Multiply.  ...

Question 19

Combine the terms.

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Question 20

Multiply and simplify.

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Divide.

Simplify the numerator, and then divide.

Use the property to simplify the expression.

Multiply binomials using the COLUMN method.

Write the number in scientific notation.

Simplify.

Simplify. Write the answer with positive exponents only.

Identify the polynomial as a trinomial, binomial, or monomial, and give the degree.

Perform the indicated operations.

Perform the division (find the quotient).

Write the expression with a positive exponent, and then simplify, when possible.

Simplify.

Simplify the expression. An answer with exponents should contain positive exponents only.

Simplify.

Divide.

Multiply by applying the distributive property.

Multiply.

Combine the terms.

Multiply and simplify.

The Basics

Linear Equations and Inequalities

Linear Equations and Inequalities in Two Variables

Systems of Linear Equations

Factoring

Rational Expressions

Roots and Radicals

Quadratic Equations

Filters

Exam 5: Exponents and Polynomials

Divide.

Simplify the numerator, and then divide.

Use the property to simplify the expression.

Multiply binomials using the COLUMN method.

Write the number in scientific notation.

Simplify.

Simplify. Write the answer with positive exponents only.

Identify the polynomial as a trinomial, binomial, or monomial, and give the degree.

Perform the indicated operations.

Perform the division (find the quotient).

Write the expression with a positive exponent, and then simplify, when possible.

Simplify.

Simplify the expression. An answer with exponents should contain positive exponents only.

Simplify.

Divide.

Multiply by applying the distributive property.

Multiply.

Combine the terms.

Multiply and simplify.

The Basics

Linear Equations and Inequalities

Linear Equations and Inequalities in Two Variables

Systems of Linear Equations

Factoring

Rational Expressions

Roots and Radicals

Quadratic Equations

Filters