Calculus Lessons.
Amazing Teachers.

I can make a hard or boring subject easy and enjoyable to learn. My priority is student success - I work to make it happen. My ability comes from extensive experience, a history of student success, and personal achievement in the subject.

I am offering math tutoring, both online and at students' places! I can tutor pre-algebra, algebra, geometry, pre-calculus, and calculus and tailor my tutoring to each student's individual needs.

As an engineer, I use calculus on a daily basis to solve problems, and this includes multi-variable and vector calculus. Taking a calculus course and knowing the steps to solve a derivative or integral is one thing, but applying calculus concepts to problems in engineering and physics (i.e. biomechanics or fluid mechanics) is the true mark of understanding calculus - something I've learned how to do over many years of applying what I learned in my calculus courses. Sure, calculus can be a challenging subject at times, but with a focus on geometric representations, attaining a solid understanding of the concepts is well within reach, and that is the way I approach the subject with my students. For example, I don't just show you how to analytically solve an integral, I show you what an integral is, and what the solution means. When you understand calculus on this level, you'll be able to work through any of the curve ball questions your teacher might throw in on an exam.

I'll walk you through the topics and examples at first. As you start to feel confident, I'll ask you questions to help you work through the problems on your own, while also giving you an outline of how to approach and answer the questions when you're on your own.

I was the top calculus student in my high school class, and received a 5 on the AP Calculus exam. I also won the high school medal for top math student in my high school.

As an electrical & computer engineer, I've had extensive study in math, including algebra and calculus. I can help with conceptual understanding, study techniques, and test prep (including AP exams).

Students can expect to learn skills and develop proficiency in the following:

Calculus I: Limits, continuous functions, rate of change, derivatives, implicit differentiation, maximum and minimum points and their applications, and development and application of the definite integral.

Calculus II: Logarithmic, exponential, trigonometric and hyperbolic functions, techniques of integration, indeterminate forms, improper integrals, Taylor's formula, and infinite series.

Calculus III: Polar coordinates, vectors and parametric equations, solid analytic geometry, and the calculus of several variables.