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Just need 5.16 answered and explained. Thanks! ExERCISE 5.15. Use Euler's summation formula (previous exercise) to show that log(n!) = n log n-n + log

Just need 5.16 answered and explained. Thanks! image text in transcribedimage text in transcribed

ExERCISE 5.15. Use Euler's summation formula (previous exercise) to show that log(n!) = n log n-n + log n + O(1 ), . and from this, conclude that n-((n/oYVn). This is a weak form of Stirling's approximation: a sharper form states that n! ~ (n/oYV2n. ExERCISE 5.15. Use Euler's summation formula (previous exercise) to show that log(n!) = n log n-n + log n + O(1 ), . and from this, conclude that n-((n/oYVn). This is a weak form of Stirling's approximation: a sharper form states that n! ~ (n/oYV2n

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