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Estimating Limit Values from Tables Practice Test
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Q1
Values of a function $$g$$ are given for selected values of $$x$$ near -4. For $$x$$ values of -4.1, -4.01, and -4.001, the $$g(x)$$ values are 500, 5000, and 50000. For $$x$$ values of -3.999, -3.99, and -3.9, the $$g(x)$$ values are 49999, 4999, and 499. The function is undefined at $$x=-4$$. What is the best estimate for $$\lim_{x \to -4} g(x)$$?
Values of a function $$g$$ are given for selected values of $$x$$ near -4. For $$x$$ values of -4.1, -4.01, and -4.001, the $$g(x)$$ values are 500, 5000, and 50000. For $$x$$ values of -3.999, -3.99, and -3.9, the $$g(x)$$ values are 49999, 4999, and 499. The function is undefined at $$x=-4$$. What is the best estimate for $$\lim_{x \to -4} g(x)$$?