Derivatives
sort by: Relevancy | Title | Rating try advanced search for more options
-
-
At the top and bottom of a curve (Max and Min), the slope is zero. The second derivative shows whether the curve is bending down or up. Here is a real-world example of a minimum problem: What route from home to work takes the shortest time?
-
-
Calculus-Derivative: Finding the slope (or derivative) of a curve at a particular point.
-
-
-
Using derivatives to solve rate-of-change problems.
-
Approximating a function with a polynomial by making the derivatives equal at f(0) (Maclauren Series).
-
Chain rule using partial derivatives (not a proof; more intuition).
-
Doing both proofs in the same video to clarify any misconceptions that the original proof was "circular".
-
Why the quotient rule is the same thing as the product rule. Introduction to the derivative of e^x, ln x, sin x, cos x, and tan x.
-
More intuition of what a derivative is. Using the derivative to find the slope at any point along f(x)=x^2.
