Featured Review:
Amazing Calculus Tutor!!
Venkat, 12 lessons with RichardMr. Richard helped my son with AP Calculus BC. He is extremely knowledgeable and great at explaining! 100% recommend him!
I have deep passion for learning math and discovering new ideas and applications. I hold a master's degree in mathematics from the University of Virginia, and I graduated summa cum laude from Tennessee Tech University with a bachelor's of science degree in mathematics. I now teach high school mathematics to in a public school in Tampa, FL. I thoroughly enjoy my work as a math educator!
I have taught and/or tutored mathematics for 10+ years, starting as a volunteer tutor in a college...
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Richard has provided examples of their subject expertise by answering 2 questions submitted by students on Wyzant’s Ask an Expert.
Amazing Calculus Tutor!!
Mr. Richard helped my son with AP Calculus BC. He is extremely knowledgeable and great at explaining! 100% recommend him!
Venkat, 12 lessons with RichardTutor responded:I appreciate the feedback! It was a pleasure working with him.
Excellent tutor - very knowledgeable and patient
I booked a session with Richard for my nephew on AP calculus BC exam prep. Since it's the first time he ever used Wyzant, my nephew had some trouble logging in. Richard was extremely patient with him and eventually they were connected. My nephew told me later Richard was extremely helpful. Not only he explained very well how to solve the prepared problems, but also, he reviewed important topics with him. My nephew found Richard's tutoring exceedingly helpful, and he felt much more confident after. Highly recommend Richard.
Christina, 1 lesson with RichardTutor responded:Thank you for the feedback! I am glad I was able to help.
Resource-aware, patient, & flexible tutor
In the last session, Richard covered foundational steps to answer math problems linked to the complex plane - as represented in two dimensions. When he asked about more specific goals, I then inferred the very relevant point of zero degrees (pi radians) and ninety degrees (half pi radians) rotations graphed on this plane. I then proposed a system with the sine function, and we plan to cover such movements in the next session. As the review title denotes, I liked his patience and flexibility during the first session. I also liked the great list of resources he sent afterward to build on the foundations he laid. Details to this very relevant point - specific movements graphed in the complex plane - will significantly help me understand functions with complex exponents overall.
Christopher, 5 lessons with Richard