![]() (7:07:43) Justification of the Chain Rule ![]() (6:58:44) More Chain Rule Examples and Justification (5:46:23) Proof of Trigonometric Limits and Derivatives (5:02:09) Proof of Product Rule and Quotient Rule (4:46:52) Proof of the Power Rule and Other Derivative Rules (4:36:01) Higher Order Derivatives and Notation (4:20:35) Angle Sum and Difference Formulas (4:01:09) Power Rule and Other Rules for Derivatives (3:56:25) Proof that Differentiable Functions are Continuous (3:42:33) Derivatives as Functions and Graphs of Derivatives (3:22:55) Computing Derivatives from the Definition (2:19:16) Unit Circle Definition of Sine and Cosine (2:11:13) Sine and Cosine of Special Angles (1:37:31) Limits at Infinity and Algebraic Tricks (0:56:04) When the Limit of the Denominator is 0 In this video, the lectures from the Corquisite course, which review important Algebra and Trigonometry concepts, have been interspersed with the Calculus 1 lectures at the places suggested by Dr. ![]() She teaches both Calculus 1 and a Calculus 1 Corequisite course, designed to be taken at the same time. This course combines two courses taught by Dr. Linda Green, a lecturer at the University of North Carolina at Chapel Hill. Learn Calculus 1 in this full college course.
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |