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Welcome to GeeklyEDU by GeeklyHub Math! In this video, we are going to study the two problems related to the derivative: the tangent line of a function by the secant line slope and the rate of change in a function. This will help us to understand the mathematical definition of derivative. Basically, the derivative of a function is another function that describes the rate at which a dependent variable changes with respect to the independent variable. Watch the video for more!
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0:00 What Is Derivative? Tangent Line & the Rate of Change
0:10 Derivative Definition
0:20 How to find a Tangent Line?
0:40 How to Calculate the Secant Line? Slope for a Secant Line Formula
1:04 Tangent Line Definition. Slope Formula
1:32 How to find the Equation of the Tangent Line of a Function?
3:00 Tangent Line Slope Explained
3:29 Derivative Example: Average Velocity vs Instantaneous Velocity
5:39 What is a Derivative Summary?
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