Instantaneous Rates of Change

Instantaneous Rates of Change
Instantaneous Rates of Change
Instantaneous Rates of Change
Instantaneous Rates of Change

              Instantaneous Rates of Change

              Students learn how to calculate and interpret instantaneous rates of change in different contexts.  By drawing a tangent at a point on a curve students find the gradient as an instantaneous rate of change.
              Differentiated Learning Objectives
              • All students should be able to find the equation of a line that is tangential to a curve at integer values of x
              • Most students should be able to find the equation of a line that is tangential to a curve.
              • Some students should be able to use variation to model a non-linear function and calculate an instantaneous rate of change.
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              Scheme of Work Link
              Functions, Iteration and Rates of Change
              Related Blog
              Calculating Instantaneous Rates of Change  
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