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Question: tmobile 910 pm a activecalculusorg figure 143 axes for plotting...

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T-Mobile 9:10 PM a activecalculus.org Figure 1.4.3. Axes for plotting y and y- f() in (b) f(x) in (a) 7. Consider the function g(z) - z+3 Use the limit definition of the derivative to determine a formula for g(x) a. Use a graphing utility to plot both y- g(x) and your result for y-g(z): does your formula for g(x) generate the graph you expected? Use the limit definition of the derivative to find a formula for p(z) where p(x) 52412 Compare and contrast the formulas for g(x) and p(x) you have found. How do the constants 5, 4, 12, and 3 affect the results? b. c. d. 8. Let g be a continuous function (that is, one with no jumps or holes in the graph) and suppose that a graph of y g(x) is given by the graph on the right in Figure 1.4.4
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