discussed in class, A ( m ) approaches e =2.71828183…… as m increases without bo
ID: 3018637 • Letter: D
Question
discussed in class, A(m) approaches
e=2.71828183……
as m increases without bounds. This exercise illustrates that fact. You'll need to enter numerical values of eA(m) that are correct to 4 digits (after the initial zeros). You can compute them with your calculator, and you may find it convenient to use scientific format. Note how the difference of e and A(m) approaches zero, and A(m) approaches e as m grows.
If you are curious you can see the first 10,000 digits of e here.
eA(1)=
eA(2)= .
eA(10)= .
eA(100)= .
eA(1,000)=.
eA(10,000)= .
eA(100,000)= .
eA(1,000,000)=
Explanation / Answer
I know A here is an area...
But what area is it?
Can you be mor specific about that plz?
I am sure there is a part of this problem that was done earlier, so i am gonna need that as well to be able to answer that.
Can you give that info as well?
After that, I'd be able to ans this one
Cheers!
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