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of a power series this example wasn't
due to David garrison it was due to
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due to David garrison it was due to
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due to David garrison it was due to
Leonard Euler
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and it's the example of where the
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and it's the example of where the
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and it's the example of where the
function is the exponential function e
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function is the exponential function e
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function is the exponential function e
to the X
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to the X
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to the X
so
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so
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so
let's see let's compute what I will just
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let's see let's compute what I will just
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let's see let's compute what I will just
repeat for you the computation of the
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repeat for you the computation of the
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repeat for you the computation of the
power series for e to the X just because
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power series for e to the X just because
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power series for e to the X just because
it's such an important thing to do so in
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it's such an important thing to do so in
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it's such an important thing to do so in
order to do that I have to know what the
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order to do that I have to know what the
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order to do that I have to know what the
derivative of e to the X is and what the
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derivative of e to the X is and what the
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derivative of e to the X is and what the
second derivative of e to the X is and
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