• Algebraic properties of limits are important for evaluating limits using algebraic techniques
• Understanding basic limits and identity rules is crucial for solving limits involving algebraic manipulation
• Trigonometric limits and the squeeze theorem are also important concepts in finding limits
• Different types of discontinuities, such as holes and vertical asymptotes, need to be understood for analyzing function behavior
• The Intermediate Value Theorem is essential for understanding the continuity of functions over a given interval

For more details and examples, you can check out the Algebraic properties of limits and their applications cheat sheet, which includes examples and solutions to help understand and apply these concepts effectively. You can also find an Algebraic properties of limits worksheet with answers and a Trigonometric limits worksheet in PDF format to practice and enhance your knowledge.