Pts.]: Consider a standard piece of paper that is folded in half onto itself repeatedly. Ignoring the (substantial!) physical constraint associated with folding many times, the thickness of the folded paper (in millimeters) after n folds is approximately I(n) = (0.1) . 2 (a) How thick is the paper after folding it 5 times? (b) Compute the average rate of change in the thickness of the paper between the first fold and the tenth fold. (c) Compute the percentage change in the thickness of the paper between the first fold and the tenth fold. (d) Find the continuous growth rate in the paper thickness. (e) How many foldings will it take to be as tall as Burj Khalifa (as of 2022, the tallest building in the world), which is approximately 829, 800 millimeters tall? MAR 15 MacBook Pro