Unit Review: Properties of exponents

A.1Write each product as a single power.

1. 1
   $11^7\cdot 11^9=$ 
2. 2
   $6^{10}\cdot 6^9=$ 

A.2Write each quotient as a single power.

1. 3
   $\frac{8^{15}}{8^{13}}=$ 
2. 4
   $\frac{8^{13}}{8^6}=$ 

A.3Write each as a single power.

1. 5
   $(3^4{)}^2=$ 
2. 6
   $(3^2{)}^4=$ 

A.4Evaluate. Write fractions in simplest form.

1. 7
   $8^{-2}=$ 
2. 8
   $18^0=$ 

A.5Simplify. Write each answer with positive exponents.

1. 9
   $(-2a^2{m}^2{)}^3=$ 
2. 10
   $\frac{28b^7{y}^7}{4b^3{y}^5}=$ 

A.6Evaluate. Write fractions in simplest form.

1. 11
   $\frac{2^3\cdot 2^6}{2^7}=$ 
2. 12
   $\frac{2^5\cdot 2^4}{2^5}=$ 

A.7Simplify or evaluate. Write answers with positive exponents.

1. 13
   $11^0=$ 
2. 14
   $-18^0=$ 

A.1Multiply Powers with the Same Base

1. 1$11^{16}$
2. 2$6^{19}$

A.2Divide Powers with the Same Base

1. 3$8^2$
2. 4$8^7$

A.3Power of a Power

1. 5$3^8$
2. 6$3^8$

A.4Zero & Negative Exponents

1. 7$\frac{1}{64}$
2. 8$1$

A.5Simplify Monomials with Exponent Rules

1. 9$-8a^6{m}^6$
2. 10$7b^4{y}^2$

A.6Evaluate Using Properties of Exponents

1. 11$4$
2. 12$16$

A.7Properties of Exponents Review

1. 13$1$
2. 14$-1$