- #1
Potage11
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I have a homework question that reads:
Represent the following rational functions as sums of elementary fractions and find the primitive functions ( indefinite integrals );
(a) f(z)=z-2/z^2+1
But my confusion arrises when I read sums of elementary fractions.
I think what the question is asking is, show that it is holomorphic, in order to use the property g'(z)=f(z).
Could someone clarify this maybe?
Represent the following rational functions as sums of elementary fractions and find the primitive functions ( indefinite integrals );
(a) f(z)=z-2/z^2+1
But my confusion arrises when I read sums of elementary fractions.
I think what the question is asking is, show that it is holomorphic, in order to use the property g'(z)=f(z).
Could someone clarify this maybe?