Dive into the fascinating world of functions, limits, derivatives, and integrals with this dynamic course that sets the foundation for understanding the language of mathematics in a whole new light. We'll tackle the essential concepts of single-variable calculus, breaking them down into bite-sized, easy-to-understand lessons that cater to both beginners and those looking to brush up their skills. Throughout the course, we'll explore how to find the slope of a curve at any point, how to calculate the area under a curve, and the intricacies of continuous functions - skills crucial not just for math, but for a myriad of disciplines.

But why stop at theory? This course isn't just about mastering abstract concepts; it's about linking them to the pulse of the real world. You'll see how calculus plays a key role in a variety of fields, from engineering and economics to medicine and environmental science. By the end of this journey, you won't just be proficient in the mechanics of calculus—you'll appreciate its power and elegance, understanding its potential to solve complex problems, optimize systems, and even predict future events. Embrace the challenge and unlock a new realm of intellectual potential that lies at the core of so many modern innovations.

Cynthia Kemper is a seasoned educator with over a decade of experience in the realm of mathematics education, specializing in the intricacies of Calculus 1. Her journey began with a profound interest in the language of the universe – mathematics – which led her to pursue and obtain a Master's degree in the field. Over the years, Cynthia has honed her expertise by continuously exploring advanced concepts, attending workshops, and collaborating with fellow educators to deliver the most engaging and effective curriculum to her students.

Her connection to Calculus 1 is deeply rooted in her belief that calculus is not just a subject but a spectacular framework for understanding the changing world. Cynthia is known for her dynamic teaching approach, which breathes life into theorems and equations, making them accessible and exciting. Her enthusiasm for calculus is infectious; she takes great pride in guiding her students through the intellectual adventure of limits, derivatives, integrals, and beyond. As a mentor, Cynthia is deeply invested in the success and empowerment of her students, fostering an environment where curiosity leads to discovery and every challenge is an opportunity for growth.