Question: The number e can be defined Where n! = n(n1) 2 1 for n 0 and 0! = 1. Compute

The number e can be defined
The number e can be defined Where n! = n(nˆ’1)

Where n! = n(nˆ’1) · · · 2 · 1 for n ‰  0 and 0! = 1. Compute the absolute error and relative error in the following approximations of e:

The number e can be defined Where n! = n(nˆ’1)
The number e can be defined Where n! = n(nˆ’1)

n!

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