In this video I discuss the desire to find the rate of change of a graph at any given point on the graph. We approach this by considering first graphs with constant rates of change (lines). Then we move on to find rates of change given specific data points. Then we consider a graph that has an ever-variable rate of change. This allows us to consider the slope of a graph at any point (x,y) through the idea that it should be the same as the slope of the line tangent to the graph at that point.
Derivative Definition (VERY INFORMAL) - YouTube |
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| Education | Upload TimePublished on 24 Apr 2013 |
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