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Continuity
Continuous Functions have:
Discontinuous Functions are:
There are 3 types of Discontinuous Functions:
 Infinite Discontinuity (Asymptotes)
 Jump Discontinuity (Line Disconnects and then Reconnects at a different y value)
 Removable Discontinuity (Open Circle to Represent a whole in the Graph)
End Behavior
Arrow Direction
 How a function behaves at either end of the graph
 What happens to the value of f(x) as x increases or decreases without bound
Limits
Where is the graph going as it approaches something?
 We can't always get an exact answer but we can always tell where it is going?
 For a GREAT INTRO LESSON ON LIMITS check this lesson out: https://geometrycoach.com/lessonforthefirstdayofgeometryclass/
 Limits can be mind blowing sometimes. With the activity above students will walk half way to a wall repeatedly until they reach the wall. The problem is they should never reach the wall. Welcome to Limits!
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