To master Topic 1.7, you must be able to solve for , determine horizontal behavior through degree comparison, and express these findings using formal limit notation .
: There is no horizontal asymptote (the function increases or decreases without bound). 3. Apply Limit Notation A-1.7z
-intercepts (Zeros): These are found by setting the numerator after simplifying. -intercepts: Calculated by finding 2. Determine End Behavior Topic 1.7 emphasizes how the function behaves as To master Topic 1
A "proper" review requires using formal limit notation to describe the behavior near asymptotes and at the ends: Horizontal Asymptote at : 4. Example Problem Consider the function Vertical Asymptote: Set Horizontal Asymptote: Degrees are equal ( Zero: Set End Behavior: ✅ Summary To master Topic 1.7