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 | | time | views | |
 | Behavior of antiderivative from graph of function | 8:22 | 528 | |
 | Example of u substitution with definite integral | 5:53 | 2,162 | |
 | Identifying a u in u substitution | 3:35 | 1,492 | |
 | Examples identifying u for u substitution | 4:34 | 221 | |
 | Right Riemann sum using a table of function values | 6:39 | 63 | |
 | Setting up initial equation for related rates problem | 3:35 | 232 | |
 | Units and given information for related rates of change problem | 8:70 | 128 | |
 | Mistakes when identifying inflection points | 4:20 | 130 | |
 | Inflection point where second derivative is undefined | 6:11 | 94 | |
 | Calculus based justification using second derivative | 4:14 | 123 | |
 | Calculus based justification for function increasing | 3:12 | 54 | |
 | Understanding conditions for MVT | 4:41 | 70 | |
 | Example recognizing where the mean value theorem applies | 5:40 | 251 | |
 | Introduction to integral calculus | 4:52 | 5,724 | |
 | Recognizing first and second derivatives from graphs | 5:36 | 239 | |
 | Example matching derivatives to graph | 4:21 | 113 | |
 | Derivatives of inverse functions | 4:46 | 4,074 | |
 | Derivative of ln x | 2:30 | 4,066 | |
 | Khan Academy LearnStorm - Growth Mindset Livestream | 51:18 | 41,178 | |
 | The West Indies and the Southern colonies | 11:57 | 5,757 | |
 | Politics and native relations in the New England colonies | 11:46 | 4,298 | |
 | Society and religion in the New England colonies | 11:70 | 5,720 | |
 | The Middle colonies | 10:33 | 4,675 | |
 | French and Dutch colonization | 10:29 | 5,198 | |
 | Spanish colonization | 11:41 | 4,963 | |
 | Native American societies before contact | 5:25 | 13,401 | |
 | Students, get started with LearnStorm | 1:00 | 9,342 | |
 | Teachers, get started with LearnStorm | 2:21 | 28,775 | |
 | Command and market economies | 9:44 | 1,495 | |
 | Adding and subtracting on number line 2 | 2nd grade | Khan Academy | 2:25 | 91,615 | |
 | Addition using groups of 10 and 100 | 2nd grade | Khan Academy | 3:58 | 173,266 | |
 | Solving 3-digit addition in your head | 2nd grade | Khan Academy | 7:28 | 93,619 | |
 | Breaking apart 3-digit addition problems | 2nd grade | Khan Academy | 3:42 | 145,387 | |
 | Subtracting 3-digit numbers (no regrouping) | 2nd grade | Khan Academy | 2:57 | 45,122 | |
 | Adding 3-digit numbers (no regrouping) | 2nd grade | Khan Academy | 2:40 | 63,411 | |
 | Missing numbers in addition and subtraction | 2nd grade | Khan Academy | 5:44 | 70,224 | |
 | Addition and subtraction with number lines | 2nd grade | Khan Academy | 1:57 | 58,996 | |
 | Strategies for adding 2-digit numbers | 2nd grade | Khan Academy | 3:16 | 48,116 | |
 | Subtracting a 1-digit number with regrouping | 2nd grade | Khan Academy | 3:11 | 52,139 | |
 | Subtracting two-digit numbers without regrouping (example 2) | 2nd grade | Khan Academy | 2:21 | 28,275 | |
 | Subtracting 1 vs. subtracting 10 | Addition and subtraction within 100 | 2nd grade | Khan Academy | 2:32 | 54,568 | |
 | Example of vector magnitude from initial and terminal points | 5:23 | 2,964 | |
 | Example of separable differential equation | 3:28 | 730 | |
 | Another separable differential equation example | 4:18 | 3,030 | |
 | Normative and positive statements | 5:10 | 4,073 | |
 | Solar and lunar eclipses | 5:32 | 9,712 | |
 | The Moon | 5:34 | 8,862 | |
 | Examples using derivative to make claims about function | 5:53 | 827 | |
 | Examples establishing conditions for MVT | 8:70 | 167 | |
 | Mean of sum and difference of random variables | 3:22 | 301 | |
 | Parametric arc length example | 4:48 | 2,434 | |
 | Parametric curve arc length | 6:50 | 1,879 | |
 | Derivatives in polar coordinates | 9:25 | 2,316 | |
 | Derivative of e^x | 3:20 | 4,739 | |
 | Economic models | 6:50 | 6,021 | |
 | Scarcity | 5:44 | 7,589 | |
 | Analyzing mistakes finding extrema | 4:33 | 1,380 | |
 | Identifying errror when applying first derivative test | 4:40 | 707 | |
 | Recognizing conditions for IVT and EVT from graph | 4:50 | 989 | |
 | Applying intermediate value theorem and extreme value theorem | 6:32 | 654 | |
 | Estimating limit from table | 3:24 | 3,396 | |
 | Impact of scaling and shifting random variables | 6:26 | 817 | |
 | Indefinite integral properties | 4:56 | 3,369 | |
 | A message from Sal Khan for the Khan Academy 2016 Annual Report | 6:23 | 2,981 | |
 | Area between two functions of y | 8:30 | 3,061 | |
 | Area between curve and y axis | 3:50 | 1,964 | |
 | Separable differential equations examples | 4:24 | 1,791 | |
 | Integration by parts of definite integral | 5:43 | 1,902 | |
 | Reverse power rule for definite integrals | 4:14 | 1,888 | |
 | A message from Sal Khan for the Khan Academy 2016 Annual Report | 6:10 | 7,976 | |
 | Rewriting integrand before integrating | 5:17 | 1,599 | |
 | Writing Riemann sum limit as definite integral | 6:35 | 1,593 | |
 | Rewriting definite integral as limit of Riemann sum | 5:34 | 2,202 | |
 | Sigma notation worked examples | 5:21 | 2,343 | |
 | 2017 AP Potato problem part c | 7:40 | 2,194 | |
 | 2017 AP Potato problem part b | 5:12 | 1,922 | |
 | 2017 AP Potato problem part a | 6:80 | 3,190 | |
 | Midpoint Riemann sums | 5:29 | 2,225 | |
 | Introduction to the definite integral | 7:53 | 3,363 | |
 | Khan Academy in the classroom | 3:26 | 32,215 | |
 | Meet Sean, a creator of AP Physics on Khan Academy | 2:70 | 11,641 | |
 | Meet Jeff, a creator of AP Statistics on Khan Academy | 2:25 | 10,919 | |
 | Identifying inflection points from graphs of function and derivatives | 5:60 | 2,394 | |
 | Recognizing inflection points from second derivative graph | 4:12 | 1,779 | |
 | Existence theorems | 6:58 | 3,246 | |
 | Identifying f, f', and f'' based on graphs | 4:27 | 3,135 | |
 | Thinking about when to use chain rule or product rule | 5:47 | 1,658 | |
 | Implicit differentiation when x and y are functions of t | 7:52 | 2,880 | |
 | Chain rule when x and y are functions of t | 3:24 | 3,064 | |
 | Applying chain rule twice | 3:10 | 2,394 | |
 | Applying the chain rule and product rule | 5:54 | 3,455 | |
 | Quotient rule | 3:53 | 3,323 | |
 | Proof of derivative of ln x | 8:80 | 3,301 | |
 | Proof of derivative of e^x | 8:39 | 5,688 | |
 | Visual proof of derivative of cos x | 3:18 | 2,191 | |
 | Derivatives of sin x and cos x | 3:41 | 3,114 | |
 | Derivative of sin x | 5:52 | 4,780 | |
 | Limit of (sin x)/x as x approaches 0 | 9:16 | 8,122 | |
 | Limit of (1-cosx)/x as x approaches 0 | 4:50 | 2,425 | |
 | Local linearity and differentiability | 6:30 | 3,312 | |
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