How do I evaluate the limit when x approaches -1 in the function of (xqube-4x+1)

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How do I evaluate the limit when x approaches -1 in the function of (xqube-4x+1)

Mathematics
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4
the most difficult part is when I do fractions, when the denominator is equals to zero, whats the simplest way of finding a solution to such functions?
\[\lim_{x \rightarrow 1}\]

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Other answers:

You can substitute in numbers that are very small and less than 0 and very small and larger than 0 and see what value the function is converging to.

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