Properties of Exponents Practice

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. $$3^{-2}$$ = ______

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. Use the ^ key to make an exponent.

$$6^{14} / 6^{12}$$ = ______

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. $$(5^3)^5$$ = ______

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. $$2^{-8}$$ = ______

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. $$(17^4)^6$$ = ______

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. $$(13^2)^{11}$$ = ______

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. $$3^7 · 3^8$$ = ______

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. $$14^{-15}$$ = ______

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. $$(4^6)^5$$ = ______

Simplify each expression using the properties of exponents. Write the answer as a single term with a positive exponent. $$10^{25} / 10^{18}$$ = ______