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Hello, could you please help me? Thank you so much. (Matlab) A variety of useful mathematical constants can be estimated by computing an infinite series.
Hello, could you please help me?
Thank you so much.
(Matlab)
A variety of useful mathematical constants can be estimated by computing an infinite series. Computing an infinite series does not calculate an exact solution, but the more terms you compute, the better the approximation. Below is one way of calculating e (Euler's number): e = sigma_k=0^infinity 1/k! = 1/0! + 1/1! + 1/2! + 1/3! + 1/4!+... a) Calculate e using the given equation. Stop when your answer is within le-7 of MATLAB's value of e. (Don't get mixed up by the notation; 1e-7 and e are not related. The former is shorthand for 1 * 10^-7and the latter is a representation of Euler's number.) Print out your value off and MATLAB's value of e using 12 digits. Also print out the number of iterations (loops) it took. b) Can you represent the actual value of e in MATLAB? Why or why not? Put your answer in the Word document c) Extra credit, 10%: Count how many operations you needed to solve for e. An operation is any one of: adding two numbers multiplying two numbers (count factorial as one operation) assigning to a variable checking a conditional statementStep by Step Solution
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