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 | | time | views | |
 | Negative frequency | 6:41 | 2,136 | |
 | AC analysis superposition | 7:19 | 1,543 | |
 | Complex exponentials spin | 6:40 | 1,421 | |
 | Eulers formula magnitude | 6:10 | 1,120 | |
 | Proof that perpendicular lines have negative reciprocal slope | 8:55 | 1,924 | |
 | Proving that parallel lines have the same slope | 5:49 | 1,341 | |
 | Distance formula to determine point relative to circle | 3:53 | 1,111 | |
 | Finding area of trapezoid on coordinate plane | 6:54 | 1,052 | |
 | Infinite geometric series not converging | 3:14 | 780 | |
 | Evaluating infinite geometric series | 3:50 | 735 | |
 | Writing geometric series in sigma notation | 3:14 | 743 | |
 | Writing arithmetic series in sigma notation | 4:80 | 840 | |
 | Evidence for evolution | Biology | Khan Academy | 12:59 | 3,212 | |
 | Example finding sum of finite geometric series | 2:48 | 1,100 | |
 | Three examples of evaluating finite geometric series | 6:55 | 890 | |
 | Discussions of conditions for Hardy Weinberg | Biology | Khan Academy | 6:54 | 1,149 | |
 | LC natural response example | 7:24 | 972 | |
 | LC natural response derivation 4 | 7:32 | 956 | |
 | LC natural response derivation 3 | 7:11 | 625 | |
 | Multiplying by j is rotation | 6:13 | 1,096 | |
 | Origins of life | Biology | Khan Academy | 10:32 | 3,419 | |
 | LC natural response derivation 2 | 9:30 | 886 | |
 | Complex numbers | 8:36 | 1,756 | |
 | The early Temperance movement - part 2 | 6:19 | 1,217 | |
 | The early Temperance movement - part 1 | 4:53 | 1,473 | |
 | LC natural response intuition 2 | 9:33 | 1,386 | |
 | LC natural response intuition 1 | 5:13 | 809 | |
 | LC natural response derivation 1 | 6:39 | 792 | |
 | Sine and Cosine come from circles | 4:40 | 1,280 | |
 | Lead Lag | 7:26 | 947 | |
 | Trigonometry review | 7:30 | 1,114 | |
 | AC analysis intro 2 | 8:58 | 872 | |
 | AC analysis intro 1 | 6:43 | 1,401 | |
 | Allopatric and sympatric speciation | Biology | Khan Academy | 10:47 | 2,219 | |
 | Nonexistant limit at infinity involving trig function | 2:21 | 2,924 | |
 | Limit at infinity involving trig function | 3:40 | 2,932 | |
 | Genetic drift, bottleneck effect and founder effect | Biology | Khan Academy | 10:47 | 2,931 | |
 | Rotational kinetic energy | Moments, torque, and angular momentum | Physics | Khan Academy | 14:30 | 2,897 | |
 | More on Normal force (shoe on floor) | Physics | Khan Academy | 10:45 | 1,886 | |
 | Heat capacity at constant volume and pressure | Physics | Khan Academy | 12:16 | 1,281 | |
 | Derivation of the mirror equation | Geometric optics | Physics | Khan Academy | 14:32 | 1,611 | |
 | Treating systems (the hard way) | Forces and Newton's laws of motion | Physics | Khan Academy | 15:27 | 1,608 | |
 | AP Physics 1 review of Centripetal Forces | Physics | Khan Academy | 15:54 | 1,246 | |
 | Beat frequency | Physics | Khan Academy | 11:48 | 1,170 | |
 | Super hot tension | Forces and Newton's laws of motion | Physics | Khan Academy | 16:56 | 1,431 | |
 | AP Physics 1 Review of Charge and Circuit | Physics | Khan Academy | 19:12 | 926 | |
 | Angular momentum of an extended object | Physics | Khan Academy | 9:40 | 1,020 | |
 | More on Newton's third law | Forces and Newton's laws of motion | Physics | Khan Academy | 13:60 | 2,332 | |
 | Force vs. time graphs | Impacts and linear momentum | Physics | Khan Academy | 8:14 | 995 | |
 | Mild and medium tension | Forces and Newton's laws of motion | Physics | Khan Academy | 17:30 | 1,260 | |
 | Treating systems (the easy way) | Forces and Newton's laws of motion | Physics | Khan Academy | 10:26 | 1,396 | |
 | Definite integral of absolute value | 6:53 | 1,555 | |
 | Definite integral of piecewise function | 6:14 | 1,076 | |
 | Evaluating definite integral with power rule | 5:50 | 1,114 | |
 | More examples using definite integral properties | 2:19 | 781 | |
 | Properties of integrals to evaluate definite integrals | 5:27 | 797 | |
 | Example finding the constant of integration | 4:24 | 876 | |
 | Finding constant of integration for exponential | 3:80 | 732 | |
 | Definite integral using integration properties | 3:15 | 534 | |
 | Definite integral properties example | 4:33 | 571 | |
 | Evaluating function defined by integral | 2:54 | 546 | |
 | Definite integral involving natural log | 7:27 | 585 | |
 | Definite integral of sine based function | 5:00 | 468 | |
 | Definite integral of cube root | 3:51 | 543 | |
 | The History of the Democratic Party | 15:54 | 15,746 | |
 | Finding velocity magnitude with implicit derivative | 6:22 | 1,353 | |
 | Example with mean value theorem | 6:24 | 854 | |
 | Implicit derivative with respect to time | 5:52 | 736 | |
 | Intervals of function concave upwards and concave downwards | 9:16 | 1,449 | |
 | Second derivative test | 6:13 | 958 | |
 | Using second derivative to find inflection points | 5:35 | 798 | |
 | Evaluating acceleration given velocity function | 4:35 | 529 | |
 | Finding inflection points from graph of first derivative | 3:48 | 493 | |
 | Graphically identifying inflection points | 3:20 | 571 | |
 | Maximum acceleration given velocity function | 4:25 | 496 | |
 | Linear approximation using tangent line | 7:11 | 750 | |
 | Finding decreasing interval with derivative | 4:33 | 618 | |
 | Derivative to evaluate when function is decreasing | 6:00 | 493 | |
 | Finding relative maximum with derivative | 7:49 | 619 | |
 | Identifying absolute or global extrema | 9:24 | 570 | |
 | BONUS: "FANBOYS," a mnemonic song | Conjunctions | Parts of speech| Khan Academy | 2:54 | 3,966 | |
 | Second derivative of parametric equations | 6:30 | 976 | |
 | First and second derivatives of vector valued functions | 3:42 | 695 | |
 | Example taking second derivative | 2:27 | 1,054 | |
 | Inverting and unity-gain op-amp with virtual ground | 6:27 | 1,395 | |
 | Summing op-amp circuit | 9:80 | 1,263 | |
 | Virtual ground | 5:58 | 1,572 | |
 | Inverting op-amp circuit | 12:50 | 1,726 | |
 | Feedback | 5:56 | 1,483 | |
 | Non-inverting op-amp circuit | 12:32 | 2,001 | |
 | What is an operational amplifier? | 11:34 | 3,369 | |
 | Chain rule for radical function | 5:55 | 996 | |
 | Chain rule for trig composite function | 7:11 | 850 | |
 | Chain rule for exponential | 3:40 | 757 | |
 | Chain rule for derivative of log function | 4:10 | 682 | |
 | Derivative of inverse functions | 5:12 | 705 | |
 | Evaluating derivative of inverse function | 5:40 | 813 | |
 | Disguised derivative of log function | 4:33 | 639 | |
 | Implicit differentiation, product and chain rules at once | 8:44 | 596 | |
 | Derivative of a parametric function | 5:35 | 695 | |
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