Note that, in general, g(1 h)!=g(1) h. ii) Now, for the same function g defined abowe, evaluate the so-called average rates of change on the intervals (1,2),(1,1.5),(1,1.1),[1,1.01],[1,1.001], sas well sas the average rate of change of g over the more general interval 1,x, as follows: a) (g(2)-g(1))/(2-1)= b) (g(1.5)-g(1))/(1.5-1)= c) (g(1.1)-g(1))

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Note that, in general, g(1 h)!=g(1) h. ii) Now, for the same function g defined abowe, evaluate the so-called average rates of change on the intervals (1,2),(1,1.5),(1,1.1),[1,1.01],[1,1.001], sas well sas the average rate of change of g over the more general interval 1,x, as follows: a) (g(2)-g(1))/(2-1)= b) (g(1.5)-g(1))/(1.5-1)= c) (g(1.1)-g(1))/(1.1-1)= d) (g(1.01)-g(1))/(1.01-1)= 1

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