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Answers for “x/ln(x) 公式在 100 万亿时的总素数计数有多准确?”

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The video evaluates the density approximation 1/ln⁡(x)1/\ln (x) at x=100x = 100 trillion, yielding an estimated density of 3.1%. It compares this with the actual counted density of 3.2%, noting a 0.1% discrepancy that shrinks for larger numbers.

Conditions: x=100x = 100,000,000,000,000.; Density approximation is #PRIMES/x ~ 1/ln⁡(x)1/\ln (x).