Learning Objectives:

__Math Tutoring on Exponents__

**Exponential Notation** or **Exponential Form** is commonly found in algebraic terms, expressions, and equations.

**Exponents** are used to shorten or condense repeated multiplication such as:

The term is written using **Exponential Notation**, **‘2’** is the **Base** and **‘5’** is the **Exponent**. The **Exponent** or **Power** indicates the number of times that the **Factor** or **Base** is multiplied.

In general, for any natural number **‘n’: ** means n factor of base **‘b’. **If there is no exponent given, it is to the 1^{st} power.

__Following are some Properties of Exponents:__

*The Product Rule:***.**

*The Quotient Rule: ***.**

*The Power Rule:***.**

*Product to a Power:***.**

*Quotient to a Power:***.**

*Other Properties:*** ; **** ; **** **** .**

*Zero to the Zero Power:***.**

** **

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**Hook Questions:**

*1. **What is Exponential Notation? How is it expressed?*

*2. **What does ** **mean?*

*3. **Prove that **.*

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