Home » Mathematics » Algebra 2 » Proof and Mathematical Induction
Proof and Mathematical Induction
XI. Sequences and Series: Lecture 8 | 19:53 min
In this last lesson, Professor Fraser will provide a brief introduction on Mathematical Induction. Starting with the Math Induction Principle, you will then move onto Counter Examples before ending Algebra II with four examples.
QuickNotes™ 
Proof and Mathematical Induction
Remember to do the case of n = 1 (the base case). This is usually very simple.
Always use the information in the case of n = k to prove the case of n = k + 1. Often factoring or a clever multiplication will work.
To find a counter-example, start with small values of n and increase by 1 until you find one.
Discussion 
Start Learning Now
Our free movies below will get you started (Flash® 10 required).
Get immediate access to the entire Educator.com® Scholastic Lecture Video Archive!










Carleen Eaton
Grant Fraser

