My teaching method revolves around a blend of clear explanations, real-world applications, and interactive learning. Firstly, I aim to establish a solid foundation by breaking down complex calculus concepts into manageable components.

Starting with the basics, I build a step-by-step understanding, ensuring that students grasp fundamental principles before moving on to more advanced topics. To make calculus relatable, I integrate real-world examples and applications. From calculating rates of change in everyday scenarios to understanding the implications of derivatives and integrals, I emphasize the practical relevance of calculus.

This approach not only enhances understanding but also sparks curiosity about the subject. Interactive learning plays a pivotal role in my teaching method. I encourage students to actively participate in discussions, solve problems collaboratively, and engage in hands-on activities. Through group projects, problem-solving sessions, and interactive demonstrations, students gain a deeper appreciation for the subject and develop critical thinking skills.

Regular assessments and feedback are integral components of my teaching strategy. Continuous evaluation allows me to gauge student comprehension, identify areas of improvement, and tailor my teaching to meet individual needs. I foster an environment where mistakes are viewed as opportunities for learning and growth. For the AP exam, I help students figure out an effective test-taking strategy.