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and
now when I plug into this formula I find
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now when I plug into this formula I find
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now when I plug into this formula I find
e to the X is 1 plus 1 times X plus 1
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e to the X is 1 plus 1 times X plus 1
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e to the X is 1 plus 1 times X plus 1
over 2 factorial times x squared plus 1
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over 2 factorial times x squared plus 1
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over 2 factorial times x squared plus 1
over 3 factorial times X cubed plus and
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over 3 factorial times X cubed plus and
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over 3 factorial times X cubed plus and
so on
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so on
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so on
so all of these numbers are 1 and all
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so all of these numbers are 1 and all
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so all of these numbers are 1 and all
you wind up with is the factorials in
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you wind up with is the factorials in
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you wind up with is the factorials in
the denominators that's the power series
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the denominators that's the power series
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the denominators that's the power series
for e to the X this was a discovery of
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for e to the X this was a discovery of
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for e to the X this was a discovery of
Leonhard Euler in 1740 or something yes
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Leonhard Euler in 1740 or something yes
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Leonhard Euler in 1740 or something yes
ma'am
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how far do you have to write the power
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how far do you have to write the power
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how far do you have to write the power
series before it becomes well-defined
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