Consider the sequence defined by

for

The sequence converges on $$as$$N$$increases$.$ The relative absolute error, $,$ between the $$term in the sequence and $$is given by the formula:

Note the vertical bars indicate an absolute value. Write a function named cuberoot$2$approx$$that accepts a single scalar input variable errorTol. Add commands to use this input value for the error tolerance as the convergence criterion for the sequence. Use a while$$loop to generate sequence terms until the relative error, $,$ is less than or equal to the value in the input tolerance variable errorTol. Assign values to the two output variables as follows.

Assign the value of the the last term generated to the variable lastTerm.

Count the number of terms needed to meet the tolerance and assign this value to the variable numTerms.

Be sure to assign a value to each of the output variables.