The correct terminology is that of indeterminate forms rather than values being (in)determinate.
[math]0\times\infty[/math] is an indeterminate form because:
[math]\displaystyle\lim_{x\to L}f(x)=0\text{ and }\lim_{x\to L}g(x)=\infty\tag*{}[/math]
is not sufficient information to determine...
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