1. I can use the exponent rules to simplify exponential expressions.
Multiplying Powers
Unit 1.02

2. Exponent Properties
Multiplying Powers with the same base: To multiply powers with the same base, add their exponents.
Example: Multiply the following powers.
A) B) C)

3. Exponent Properties
Raising a Product to a Power: When raising a product of numbers, or of numbers and variables to a power, the power must be applied to both parts of the product then simplified as necessary.
Example: Simplify each exponential expression.
A) B) C)

4. Exponent Properties
Raising a Product to a Power: When raising a product of numbers, or of numbers and variables to a power, the power must be applied to both parts of the product then simplified as necessary.
Example: Simplify each exponential expression.
A) B) C)

5. Exponent Properties
Raising a Quotient to a Power: When raising a quotient of numbers, or of numbers and variables to a power, the power must be applied to both parts of the quotient (numerator & denominator) then simplified as necessary.
Example: Simplify each exponential expression.
A) B) C)

6. Exponent Properties
Raising a Quotient to a Power: When raising a quotient of numbers, or of numbers and variables to a power, the power must be applied to both parts of the quotient (numerator & denominator) then simplified as necessary.
Example: Simplify each exponential expression.
A) B) C)

7. I can use the exponent rules to simplify exponential expressions.
Clearboard Time! 

8. Practice
Simplify each exponential expression. 1)
729

9. Practice
Simplify each exponential expression. 2)
x9y2

10. Practice
Simplify each exponential expression. 3)
-8x8

11. Practice
Simplify each exponential expression. 4)

12. Practice
Simplify each exponential expression. 5)
64m2

13. Practice
Simplify each exponential expression. 6)
108p2q3

14. Practice
Simplify each exponential expression. 7)

15. Practice
Simplify each exponential expression. 8)

16. Practice
Simplify each exponential expression. 9)

17. Practice
Simplify each exponential expression.
10)

18. I can identify the parts of an equation.
Drill Time! 
A What?

19. I can use the exponent rules to simplify exponential expressions.
Homework Time! 
Multiplying Powers WS