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1 private Chinese Remainder Theorem tutors / Find the best Chinese Remainder Theorem tutor

Berkeley, CA Tutoring Tutoring
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Christine L.

Berkeley, CA

HS Math Teacher and HS/College Tutor specializing in Math & Test Prep

**I currently tutor out of Berkeley Sun-Fri and between Brentwood and Pleasant Hill Friday and Saturday** I graduated from UC Berkeley in Spring 2017 with a B.A. in Cognitive Science and a concentration in Cognitive Neuroscience. I also have two Minors:... read more

4.8 (189)

710 hours tutoring

Online Lessons
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She is a business professional and does an amazing job at delivering an encouraging learning experience, for my son. 1/8/2014: Tonight was my son's final lesson with Carole before his SSAT, which will be in two days. We feel so fortunate that we had Carole and my son is feeling a lot more confident in his ability to perform well in the exam. couldn't ask for a better tutor!! She genuinely cares about her students and is truly committed and encouraging!!
Patrice F.

9 sessions of 1–on–1 Chinese Remainder Theorem help

There was a good deal of interaction which I was comfortable with. I think we can all remember classes where the teacher stood and lectured for the whole period - Malone is not like that. We discussed the concepts of line, shapes, movement, etc. All in all this was the most enjoyable and educational art class I have ever taken. I look forward future classes. He has put a charge in me that had been lacking for years. I would recommend Malone to anyone who wants to be a better artist.
Jim A.

4 sessions of 1–on–1 Chinese Remainder Theorem help

She helped him understand a trigonometry math concept for a quiz that he was taking the next day. He did very well on it. As a parent, I have communicated with Stephanie via email and she has been clear in her communication and prompt to reply back. She is also always on time and makes use of every minute. These are amazing blessings for a busy family. We highly recommend Stephanie as tutor to anyone! She's really amazing!
Sherie M.

20 sessions of 1–on–1 Chinese Remainder Theorem help

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