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Approximate the instantaneous rate of change of the area of a circle with respect to its radius when the radius is 3 cm. *When you finish with Context 1, check with your instructor before starting Context 2. *If you finish both Context 1 and 2, work on the homework. Use Context 2 from lite \"At This Rate\" worksheet. Find an approximation that has an error of less than 0.1 cm2/cm. Show all of your work to verify that your approximation has the desired accuracy, then be clear about what your final approximation is. (You can do this on the back of this page or on a separate sheet of paper.) Use the chart below to answer the 5 approximation questions about context 2 numerically, symbolically, and contextually (with words describing the situation). If a question cannot be answered numerically, explain why. Can you make the bound as small as you want? If so, how? If not, why not?
rate of change of area with respect to radius is 2rdr/dr =2r =18.84 cm
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