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Graph showing ratio of the prime-counting function π(x) to two of its approximations, x / log x and Li(x). As x increases (note x axis is logarithmic), both ratios tend towards 1. The ratio for x / log x converges from above very slowly, while the ratio for Li(x) converges more quickly from below.

WHAT IS THE ANSWER

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sqdancefan

Answer:

  • Li(x) converges quickly from above
  • x/log(x) converges slowly from below

Step-by-step explanation:

See the attached for my graph of the two functions relative to π(x).

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It appears that "above" and "below" are swapped in the problem statement posted here.

We cannot tell what the question is supposed to be.

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