1. Warm Up: 1. What does product mean? Quotient?
2. What is an example of an expression that is a product of 
powers? A quotient of powers?

2. 1. Will the answer change if we change where the brackets are?
2. What is this product written as a power?

3. Investigate the Product of Powers
Investigate the Quotient of Powers
What do you notice???

4. 1. When you multiply powers, does it matter in which order you multiply the 
powers?
2. When you divide powers, does it matter in which order you write the powers?
3. When you multiply powers, how do you determine what the exponent is for the 
Product as a Power column?
4. When you divide powers, how do you determine what the exponent is for the 
Quotient of a Power column?
5. What do you think would happen if there were different bases?

5. 2.4 Exponent Laws I Curriculum Focus
Understand and apply the exponent laws for products
and quotients of powers.
Key Math Learnings
1. To multiply powers with the same base, add the 
exponents.
2. To divide powers with the same base, subtract the 
exponents.

6. Exponent Law for a Product of Powers
 To multiply powers with the same base, keep the
 base and add the exponents.
 am x an = am+n 
 a is any integer ≠ 0, and m and n are any whole  numbers.
Exponent Law for a Quotient of Powers
 To divide powers with the same base, keep the base
 and subtract the exponents.
 am
  an
 m≥n, a is any integer ≠ 0, and m and n are whole 
 numbers.
= am-n

9. Pages 76-78
Questions 4, 5, 8, 10, 12, 13, 15, 17-19