Teaching Videos
Calculus 1
Fractional and Negative Exponents
https://youtu.be/PWj1wfqafUc 12:00
Logarithms
https://youtu.be/3Mkyq2L9QMs 11:28
Making Sense of Sine & Cosine
https://youtu.be/IkotiXwhKDc 13:33
Instantaneous Rate of Change 1
https://youtu.be/EFSmwDaPUxA 13:37
Instantaneous Rate of Change 2
https://youtu.be/7Xslbo-Oeyo 7:12
Making Sense of Limits 1 of 6
https://youtu.be/5dLIEQ5DT4w 6:58
Making Sense of Limits 2 of 6
https://youtu.be/YX02VFf9MJw 9:35
Making Sense of Limits 3 of 6
https://youtu.be/FaIpI7rbV0I 7:01
Making Sense of Limits 4 of 6
https://youtu.be/VzW6-izmi08 10:32
Making Sense of Limits 5 of 6
https://youtu.be/4fDPKg3ZJso 5:53
Making Sense of Limits 6 of 6
https://youtu.be/eQhdvu4JEPE 5:17
Making Sense of Derivatives: The Product Rule
https://youtu.be/1qcAb_hiE2Q 18:25
Making Sense of Derivatives: The Quotient Rule
https://youtu.be/LjqN0szaeMo 9:57
Making Sense of Derivatives: Exponential Growth Function (eˣ)
https://youtu.be/Nqps2tDHzFY 15:02
Making Sense of Derivatives: Implicit Differentiation of eˣ
https://youtu.be/j_9qJSaN3UQ 3:18
Making Sense of Derivatives: Differentiating aˣ
https://youtu.be/Eb-81dDjJro 9:21
Practical Application: The Ladder Problem
https://youtu.be/C_vYRiflJlE 19:09
Making Sense of the Product Rule: Real World Application
Making Sense of the Quotient Rule: Real World Application
Making Sense of Derivatives: The Sine Function
https://youtu.be/hzeuISHf1OI 14:25
Making Sense of Derivatives: The Cosine Function
https://youtu.be/1c7lDk5x7VU 14:21
Making Sense of Derivatives: The Power Rule
https://youtu.be/o-JWtVKyTLw 17:28
Why Derivatives Matter: Birds in Flight
https://youtu.be/_k1POM4Zs-w 14:04
Why Derivatives Matter: The Velocity of a Cough
https://youtu.be/x8blle3XH6Y 14:45
Interpreting the Derivative
https://youtu.be/p1s6cZXzslg 10:07
The Mean Value Theorem
https://youtu.be/7Q5_ZKZQtJk 19:37
Finding the Area under the Curve: Left-Hand Sum
https://youtu.be/X0nc9s-QZmk 9:50
Finding the Area under the Curve: Right-Hand Sum
https://youtu.be/VakDngMm_5I 13.58
The Fundamental Theorem of Calculus