Computers and Technology, 20.09.2020 14:01 danielmartinez024m

Make the following modifications to your Maclaurin series expansion code from HW 1: • Make the specified answer tolerance (εs) an input to the function • Calculate the approximate percent relative error (εa) inside the loop instead of the true percent relative error • terminate when εa falls below εs. Test your code by approximating ln(0.6). Use a specified answer tolerance corresponding to 4 significant digits. What is the true percent relative error of your result? How does this compare to the final approximate percent relative error?

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Make the following modifications to your Maclaurin series expansion code from HW 1: • Make the speci...

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