Please help re. Laurent series vs Taylor series.

least one other student's post. I A \"Laurent series" for a function is a generalization of the Taylor series. and like a Taylor series. it is essentially a power series. With a Laurent series. however, the powers can be negative. A major advantage of the Laurent series over the Taylor series is that Laurent series can be earpanded around singular points for a given function, and can then be used to analyze the function in the neighborhoods of its singularities. Demonstrate this advantage by finding a function which has not been previously examined to illustrate the Laurent series superiority. Can Laurent's theorem be used on all Taylor theorem expandable functions? Why or why not. Due: Sunday 1 1:59 PM