1. Limits at Infinity
4.5

2. Finding the limits of a function as x→±∞
This describes the value the function approaches at very large or small values of x

4. Important Property Where a is any constant n is any constant > 0
To evaluate limits at infinity, divide numerator and denominator by highest power of x and use above property

7. To evaluate limits at infinity, divide numerator and denominator by highest power of x and use property

11. Using Intuition

13. Trapped between: This makes a limit sandwich!
By Squeeze Theorem