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Algebra 1 7-2 Mixed Review: Multiplying Powers With the Same Base

Last updated almost 4 years ago

9 questions

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Question 1

1.

Review Lesson 6-3: Solve the system. Use graphing, substitution, or elimination.
If a single solution exists, write the solution as an ordered pair. Otherwise, write either No solution or Infinitely many solutions to classify the system.

Question 2

2.

Review Lesson 6-3: Solve the system. Use graphing, substitution, or elimination.
If a single solution exists, write the solution as an ordered pair. Otherwise, write either No solution or Infinitely many solutions to classify the system.

Question 3

3.

Review Lesson 6-3: Solve the system. Use graphing, substitution, or elimination.
If a single solution exists, write the solution as an ordered pair. Otherwise, write either No solution or Infinitely many solutions to classify the system.

Question 4

4.

Review Lesson 4-7: Find the third, seventh, and tenth terms of the sequence described by the rule.

18, 34, 46

10, 26, 46

3, 14, 25

14, 18, 22

Question 5

5.

Review Lesson 7-1: Simplify the expression.

-16

8

1/16

-\frac{1}{8}

Question 6

6.

Review Lesson 7-1: Simplify the expression.

xy

5xy

5x

1

Question 7

7.

Review Lesson 7-1: Simplify the expression.

\frac{4m}{n^2}

\frac{n^2}{4m}

\frac{4n^2}{m}

Question 8

8.

Vocabulary Review: Identify and categorize the bases and exponents from the expressions below.

8
5
4
-5
n
-3

Bases
Exponents

Question 9

9.

Use Your Vocabulary: Categorize each expression based on whether or not it can be written as repeated multiplication.

27+3y
17c
27\left(y^3\right)
c^{17}
\left(27y\right)^3

Can be written as repeated multiplication
CANNOT be written as repeated multiplication