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Will travel 5 miles

$75 per hour.

4.99 896 ratings

Discrete math was a core course I took for my bachelor's degree in computer science. After completing the course with a grade of 'A', I was hired by the Math department as a peer tutor to assist other students taking the course. I worked as a peer tutor for two years, and have worked with students in both math and computer science to help understand concepts from the course including set theory, probability, graph theory, and writing proofs. I am currently a graduate student pursuing a masters degree in Engineering Science and Mechanics from Penn State University, and I am completing my degree [more]

I have education in discrete mathematics and formal logic. I also have extensive experience implementing discrete mathematical concepts in a professional setting. I have utilized discrete mathematics in designing state machines, game theory, programming and cryptography. I tutor math, computer science and physics. I have experience tutoring high school and college students. I have also developed educational events (treasure hunts) for elementary school children. I earned my B.S. in Mathematics from Michigan State University. I have 20 years experience as a mathematician, software engine [more]

As a mathematics major, I am well familiar with the topics covered in discrete mathematics. This class is the gateway to the higher math classes. The topics introduced here are revisited over and over as one works with mathematics, and are crucial to understand. I am well familiar with the topics covered in this class, including laws of probability, combinations, permutations, subsets, power sets, relations, and types of functions. I'm also prepared to assist in learning the proofs necessary for this course, including but not limited to induction, contra positive, contradiction, and if-an [more]

My PhD dissertation is in an area of discrete math. I have taken both undergraduate and graduate courses in discrete math. I have previously tutored students in discrete math. I am passionate about teaching mathematics to all different types of students at all levels. I can tutor both lower level and high level mathematics course material, having earned my PhD in the subject in 2015. I have been tutoring math for over 12 years. I am very patient and enjoy building a rapport with my students, but am serious about working hard together to achieve their goals. I am a devoted teacher and tutor [more]

Will travel 1 miles

$35 per hour.

4.9 124 ratings

After taking Bridge to Abstract Math / Logic, Set Theory, and Proofs at Canisius, Discrete Math is the same. I've tutored students in both courses and the material that is covered in Discrete Math is the same as the basic ideas of the Logic, Set Theory, and Proofs course that I took. I received my Bachelor's degree in Mathematics in June 2012 from Canisius College in Buffalo, NY. I also received my Master's degree in Mathematics in June 2015 from the University of Connecticut in Storrs, CT. I have teaching and tutoring experience in most levels of math (with the exception of statistics and any [more]

I was a mathematics major in college. Although I myself never took a discrete mathematics course, I was able to successfully tutor a student in a 200-level proof-intensive course in discrete mathematics. I currently have the notes from the course if I ever need to refresh my memory. I've tutored and taught mathematics and physics in a lot of different contexts. Right now, I'm working as a mathematics teaching assistant at the University of Buffalo, but I've also worked as a lecturer for a five-week course in pre-calculus, as a tutor for an academic opportunity program at my college, and as an [more]

I am a graduate student and have taken a course in discrete math (combinatorics). Taking algebra and analysis courses also has exposed me to application of discrete math. So, I have had plenty of exposure to the subject. I have also tutored several students in discrete math. There are many counting techniques in discrete math. A permutation of letters is any arrangement of them in a row. The rule to calculate the number of permutations in "number" is similar but different than the rule to calculate the number of permutations in "repetition." The difference is that the letters in "number [more]

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