Gapplet
Given a polynomial f 
Q[X] and an order
n N, compute the Taylor series (around 0) up to order n
of one of the expressions sin(f), cos(f),
exp(f),
log(1-f), 1/f.
Input f, e.g., X^3+X |
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Input order n, e.g., 5 |
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sin(f)
|
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cos(f)
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exp(f)
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log(1-f) | |
1/f | |