The function fff is defined over the real numbers. This table gives several values of fff. xxx -5.1−5.1minus, 5, point, 1 -5.05−5.05minus, 5, point, 05 -5.001−5.001minus, 5, point, 001 -4.999−4.999minus, 4, point, 999 -4.95−4.95minus, 4, point, 95 -4.9−4.9minus, 4, point, 9 f(x)f(x)f, left parenthesis, x, right parenthesis -1.92−1.92minus, 1, point, 92 -1.992−1.992minus, 1, point, 992 -1.999−1.999minus, 1, point, 999 -2.001−2.001minus, 2, point, 001 -2.008−2.008minus, 2, point, 008 -2.08−2.08minus, 2, point, 08 Is the table appropriate for approximating \displaystyle\lim_{x\to -5}f(x) x→−5 lim f(x)? If not, why?
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