Скачать с ютуб You Can Learn Calculus 1 in One Video (Full Course) в хорошем качестве

You Can Learn Calculus 1 in One Video (Full Course)

This is a complete College Level Calculus 1 Course. See below for links to the sections in this video. If you enjoyed this video please share it and consider subscribing for more content: https://youtube.com/user/themathsorce... For a more in depth course with assignments, check out my Udemy course here: https://www.udemy.com/course/calculus... For many more examples check out my Calculus 1 playlist here:    • Calculus 1   Suggestions for Books Calculus by James Stewart: https://amzn.to/2oJdsyM Calculus by Ron Larson: https://amzn.to/2oDmpJO (if you purchase the books using these links I will make a small percentage) *******Watch in HIGH QUALITY for best results****** SECTIONS 1) Introduction to Limits 2) Computing Limits from a Graph 5:38 3) Computing Basic Limits by plugging in numbers and factoring 8:37 4) Limit using the Difference of Cubes Formula 1 12:34 5) Limit with Absolute Value 14:53 6) Limit by Rationalizing 16:29 7) Limit of a Piecewise Function 19:34 8) Trig Function Limit Example 1 21:37 9) Trig Function Limit Example 2 22:38 10) Trig Function Limit Example 3 23:41 11) Continuity 25:35 12) Removable and Nonremovable Discontinuities 34:06 13) Intermediate Value Theorem 42:42 14) Infinite Limits 49:43 15) Vertical Asymptotes 57:33 16) Derivative (Full Derivation and Explanation) 1:04:11 17) Definition of the Derivative Example 1:12:10 18) Derivative Formulas 1:15:39 19) More Derivative Formulas 1:23:11 20) Product Rule 1:26:59 21) Quotient Rule 1:30:26 22) Chain Rule 1:34:10 23) Average and Instantaneous Rate of Change (Full Derivation) 1:39:52 24) Average and Instantaneous Rate of Change (Example) 1:47:37 25) Position, Velocity, Acceleration, and Speed (Full Derivation) 1:51:42 26) Position, Velocity, Acceleration, and Speed (Example) 1:59:36 27) Implicit versus Explicit Differentiation 2:09:25 28) Related Rates 2:14:14 29) Critical Numbers 2:18:46 30) Extreme Value Theorem 2:28:36 31) Rolle's Theorem 2:34:50 32) The Mean Value Theorem 2:41:20 33) Increasing and Decreasing Functions using the First Derivative 2:48:13 34) The First Derivative Test 2:53:28 35) Concavity, Inflection Points, and the Second Derivative 3:00:53 36) The Second Derivative Test for Relative Extrema 3:10:06 37) Limits at Infinity 3:14:26 38) Newton's Method 3:17:16 39) Differentials: Deltay and dy 3:21:39 40) Indefinite Integration (theory) 3:24:11 41) Indefinite Integration (formulas) 3:34:52 41) Integral Example 3:41:54 42) Integral with u substitution Example 1 3:43:21 43) Integral with u substitution Example 2 3:45:31 44) Integral with u substitution Example 3 3:47:49 45) Summation Formulas 3:49:38 46) Definite Integral (Complete Construction via Riemann Sums) 3:58:04 47) Definite Integral using Limit Definition Example 4:10:16 48) Fundamental Theorem of Calculus 4:18:18 49) Definite Integral with u substitution 4:25:47 50) Mean Value Theorem for Integrals and Average Value of a Function 4:28:05 51) Extended Fundamental Theorem of Calculus (Better than 2nd FTC) 4:36:16 52) Simpson's Rule 4:44:59 error here: forgot to cube the (3/2) here at the end, otherwise ok! 53) The Natural Logarithm ln(x) Definition and Derivative 4:50:25 54) Integral formulas for 1/x, tan(x), cot(x), csc(x), sec(x), csc(x) 4:56:30 55) Derivative of e^x and it's Proof 5:02:19 56) Derivatives and Integrals for Bases other than e 5:08:33 57) Integration Example 1 5:15:37 58) Integration Example 2 5:17:16 59) Derivative Example 1 5:19:15 60) Derivative Example 2 5:20:32 Please leave any comments or questions in the comment section below. Thank you:)