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ge 143% Rechercher CHAPTER 3 EXAMPLE 3.2 (page 58): 1) Write an exponential function 'v=expo(nX), that takes as inputs the degree ,n, and the value 'x' as in equation E3.2.1 and returns the 'v' the sum value up to 'n' 2) Write the function [n,v]-exp approx(x,es) that takes as inputs the value 'x' and a pre- specified error 'es' and returns an approximation v of exponential at 'x'with an absolute value of the approximate error estimate below 'es' and the needed order 'n' EX 3.6 (page 94): Evaluate e-5 using two approaches 2 3! and ge 143% Rechercher CHAPTER 3 EXAMPLE 3.2 (page 58): 1) Write an exponential function 'v=expo(nX), that takes as inputs the degree ,n, and the value 'x' as in equation E3.2.1 and returns the 'v' the sum value up to 'n' 2) Write the function [n,v]-exp approx(x,es) that takes as inputs the value 'x' and a pre- specified error 'es' and returns an approximation v of exponential at 'x'with an absolute value of the approximate error estimate below 'es' and the needed order 'n' EX 3.6 (page 94): Evaluate e-5 using two approaches 2 3! and