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**Creative Math Tutoring & Videos by College Math Professor**

**Calculus 1 Videos**

**Complete Course**

I dare you to watch the Calculus 1 Tutor video below

This Calculus 1 Video has 27 topics covered in over 20 hours. The topics are covered in my usual thorough teaching style using numerous examples. The video prepares a student to be succeed in Calculus II, Physics and beyond. Topics covered include Limits, Product & Quotient Rules, Optimization Problems, Curve Sketching Polynomials and more. Each example is explained in a step by step fashion that allows the student to follow the logic. Once again, central to my videos I endeavor to teach the student how to think mathematically. This video is an excellent complement to your lectures and can be used with any textbook that your instructor may be using for this course. I am passionate about mathematics as well as teaching and I hope that in all of my videos you can see this. I hope to ignite some passion in the student too who is taking math at this level.

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An Introduction to Limits Techniques For Evaluating Limits Continuity Infinite Limits Epsilon-Delta Proofs Derivation of the Definition of The Derivative and Alternate Derivative Using Derivative & Alternate Derivative Formula 1st Derivative Rules Product & Quotient Rules General Power Rule and Chain Rule Implicit Differentiation Related Rates |
More Related Rates Extrema on an Interval Rolle's Theorem & Mean Value Theorem 1st & 2nd Derivative Test & Point of Inflections Fun With 1st & 2nd Derivatives Limits at Infinity Curve Sketching Polynomials Curve Sketching Non-Polynomials Optimization Problems Approximations Antiderivatives and Indefinite Integrals Basic Sigma Notations Using Sigma Notation Calculating Area Using Upper & Lower Rectangles Calculating Area Using Limits |

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Math Videos and Online Tutoring - Instructional videos and tutoring for all levels through graduate school. All tutoring by college math professor. After a tutoring session you receive a recording of the entire tutoring session which you can view whenever you as often as you like.