Limit :describes the value that a function approaches as the input approaches a particular point. Understanding limits helps in analyzing the behavior and continuity of functions.

 Derivative: represents the rate of change of a function with respect to a variable. It is used to study concepts such as slope of a curve, speed, growth, and optimization. Limits are used to define derivatives, making both concepts closely connected.

Chapter Insights:
In this chapter, I learned how limits help us understand the behavior of functions near a point. I also learned about derivatives, which show the rate of change of a function and help solve problems related to slope, motion, and growth. This chapter strengthened my understanding of how functions change and prepared me for advanced calculus topics.

Exploring Limits and Derivatives with GeoGebra :
Using GeoGebra, I visualized how functions behave near a point to understand limits and saw how the slope of a curve represents derivatives. This helped me learn these concepts more clearly and interactively.

Chapter Learning Summary :
In this chapter, I learned the concepts of limits and derivatives. Limits help us understand how functions behave near a point, while derivatives show the rate of change of a function. Using these concepts, I can analyze curves, slopes, and real-life problems related to motion and growth.