Question: This assignment using Mathlab Task 1- true vs approximated errors In mathematics, functions can often be represented by infinite series. For example, the exponential function

This assignment using Mathlab

This assignment using Mathlab Task 1- true vs approximated errors In mathematics,

Task 1- true vs approximated errors In mathematics, functions can often be represented by infinite series. For example, the exponential function can be computed using Maclaurin series as follow: x2 x" e* = 1+ x + 2! ... 3! n! Using the MATLAB command window Calculate the true value of e0.5 = Starting with the simplest version, ex = 1, add terms one at a time in order to estimate e0.5. Compute the true and approximate percent relative errors and fill in the value in the table below %3D Result of e0.5 approximation , (%) Terms Ea (%) 39.3 1.5 9.02 33.3 2 3 4

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