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Will travel 12 miles

$70 per hour.

4.91 105 ratings

I have taken 3 years of Mechanical Engineering Mathematics involving Differential Equations and Integration topics. I am currently tutoring 2 students in college Calculus II courses. I am strong in Mathematics as demonstrated by my Ph.D. in Operations Research which involved mostly advanced Math courses. Mathematics is my strong suit, followed by Physics. My top performance in these gained me admission to the most sought out Mechanical Engineering program at a prestigious engineering college where only 1 % of students who wrote the entrance exam gained admission. I have tutored many stu [more]

Will travel 15 miles

$60 per hour.

5.0 14 ratings

I have taken differential equations courses both in high school and in my undergraduate career. My experience includes ordinary differential equations, systems of ordinary differential equations, and introductory level partial differential equations. I can also assist with modeling problems using differential equations. My name is Dan, and I am currently a Ph.D. student in mathematics at Wesleyan University. I graduated from the United States Military Academy at West Point with a degree in Mathematics, and then spent five years in the Army as an armor officer, which included a deployment to Af [more]

Will travel 20 miles

$125 per hour.

4.98 693 ratings

While working towards my Bachelor and Master degrees in Mathematics, I took---and aced---an in-depth three-semester course in Differential Equations (including both Ordinary and Partial DEs). Later on in my academic career, I taught some of it at the college level in my calculus class. Who I am: NOT your run-of-the-mill tutor. Before a career on Wall Street, I was a professional, world-class mathematician. I have an MS and a PhD in mathematics from Yale University, and summa cum laude BS and MS in mathematics from the former USSR. A graduate of one of the Soviet Union's elite math-and-ph [more]

Will travel 10 miles

$60 per hour.

4.58 12 ratings

I studied both ordinary differential equations and partial differential equations as an undergraduate student. As a graduate student, I've continued my study of differential equations, with every day applications. I recently submitted a project using non-linear differential equations to model a helicopter's slung load. I'd like to show you the power of differential equations in modeling everyday phenomena. Hello! I'm glad that you're considering me to help you learn. Here's a little bit of information about me that will hopefully help you in your decision making: As a proud 2011 graduate [more]

Will travel 30 miles

$110 per hour.

5.0 2 ratings

I have a math minor that required differential equations, which I got the top score in, A, at Florida State University. I also actively use this subject in my PhD studies. I have 5+ years of teaching experience. Hi! My name is Abbey, and I'm Post Doctoral Fellow at the University of Texas, Dallas. I recently received my PhD in Materials Chemistry at the University of Southern California in Los Angeles, and am pursuing a career path in academia. As an aspiring Professor, my passion is helping students learn material and I genuinely enjoy tutoring all levels of math and science! And through the [more]

Will travel 15 miles

$120 per hour.

4.98 241 ratings

Understanding Differential Equations is an integral part of the my Financial Math degree. In fact, Black Scholes equation is really a partial differential equations which is "one step higher" as compared to the Ordinary Differential Equations. In addition, I've taken classes have expertise in the following types of ODE's: --- ODE's with "separable variables" --- first-order linear ODE's --- linear homogeneous and non-homogeneous ODE's --- systems of linear first order ODE's Private Math, Physics, Statistics Tutoring on ALL LEVELS! Promise to show ?beyond the cookbook? solutions for any pr [more]

Will travel 5 miles

$40 per hour.

4.53 36 ratings

I have taught a class in differential equations at SCSU in Summer 1998 and I've tutored many students over the years in both numerical approximation of solutions as well as various analytic methods of solving first order and higher order ODES. This included solving linear, separable, homogeneous, exact, Bernoulli, Cauchy-Euler and Bernoulli ODES, as well as using undetermined coefficients, variation of parameters and reduction of order for solving higher order ODEs. I also covered series solutions, Laplace transforms and solving linear systems of differential equations. [more]

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