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can someone explain to me why this function = 0
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\[\lim_{x \rightarrow +infinity} 7000/(\sqrt(x)+1)\]
Well, when x gets super-duper large, the denominator also gets super-duper large. While 7,000 remains constant, the denominator continuously grows and the fraction keeps getting smaller and smaller, and so it approaches 0.
so i feel dumb asking this but what this question is really asking is, as x approches infinity what does the graph approach
It approaches 0.
yup - 0 is correct
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m.auld - i've added something to your last question ( t - ln t)
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