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KS Connected Rate of Change The chain rule can be used to solve problem involving rates of change. Example 1 The length of the side of a square is increasing.

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Presentation on theme: "KS Connected Rate of Change The chain rule can be used to solve problem involving rates of change. Example 1 The length of the side of a square is increasing."— Presentation transcript:

1 KS Connected Rate of Change The chain rule can be used to solve problem involving rates of change. Example 1 The length of the side of a square is increasing at a constant rate of 1.5 cm/s. At the moment when the length is of the side is 10 cm, find the rate of the increase of the area. The chain rule:

2 KS Connected Rate of Change Example 2 The length of the edge of a cube is increasing at a constant rate of 4.2 mm s -1. At the moment when the length of the edge is 50 mm, find the rate of increase of the volume. The chain rule:

3 KS Connected Rate of Change Example 3 The area of a circle is decreasing at a rate of 1.4 cm 2 s -1. Find the rate of change of the circumference when the radius is 5cm. The chain rule:


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