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Rates of Change

Calculus HOME | Achievement Objectives | Gradient | Gradient Functions | Differentiation | Gradient at a point | Find point with gradient | Equation of Tangent | Second Derivitive | Coordinates of Max & Min | Increasing, Decreasing Functions | Applications | Kinematics with differentiation | Antidifferentiation | Finding 'C' | Kinematics with anti-differentiation | Rates of Change | Mixed Problems | Revision


Rates of change

The are many formulas which can be differentiated to form a rate of change function. these are often measurement formula.

Class Notes | Blank Notes




Balloon Bill wants to break the record for inflating a hot air balloon.
If the volume of a sphere is:
What is the rate of change of the volume of volume of the balloon when the radius is 2.1metres

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