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How to find the Taylor polynomial of the following (centered at 3/2?)
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id assume it is the same way youd find any other Tseries centered at 0 :)
\[\int\limits_{1}^{2}x-3x^3-1/x^2-3\]
:( okay
long division creates the poly as well
poly appears here --------------- 3+x ) 3x^3 -x +1
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3+x^2 that is .... typoed it
x^3 - x^5/3 --------------- 3+x^2 ) 3x^3 -x +1 (3x^3 +x^5) ------------ -x^5-x+1 etc.... or, you might consider doing a partial fraction decomp and working the same concept
Thank you :)
yw, hope it helps :)
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