Take it to the Limit
What are limits?
Limits are where the the line on a graph gets closer and closer to a number but never actually hits that number. It's the value that a function approaches as the input approaches some value.
How can we tell if a limit exists?
if the left side and the right side approach the same value it is a limit.
How do limits help us explain function behavior at points of discontinuity?
The limit will help us understand the left side of the graph and the right side of the graph
Limits are where the the line on a graph gets closer and closer to a number but never actually hits that number. It's the value that a function approaches as the input approaches some value.
How can we tell if a limit exists?
if the left side and the right side approach the same value it is a limit.
How do limits help us explain function behavior at points of discontinuity?
The limit will help us understand the left side of the graph and the right side of the graph