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google的一道JAVA面試題

時(shí)間:2024-10-15 12:44:59 綜合指導(dǎo) 我要投稿
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google的一道JAVA面試題

  java代碼:

google的一道JAVA面試題

  Consider a function which, for a given whole number n, returns the number of ones required when writing out all numbers between 0 and n.

  For example, f(13)=6. Notice that f(1)=1. What is the next largest n such that f(n)=n?

  翻譯過(guò)來(lái)大體是這樣:

  有一個(gè)整數(shù)n,寫一個(gè)函數(shù)f(n),返回0到n之間出現(xiàn)的"1"的個(gè)數(shù)。比如f(13)=6,現(xiàn)在f(1)=1,問(wèn)下一個(gè)最大的f(n)=n的n是什么?

  答案一:

  int getCountOfNumber(int number){

  int count=0;

  int length=("" + number).length();

  for(int i=0;i<=length;i++){

  int num=number%10;

  number=(number-num)/10;

  if(num*num==1) count++;

  }

  return count;

  }

  計(jì)算到:199981 用了203

  不過(guò)只計(jì)算到上邊的數(shù)值就沒(méi)多大意思,國(guó)rfPlx.wf提gJ1?o

  `?育qB%p2P{,

  rL網(wǎng)TxtUSd垠,&zV%T1Mr中XYTgJ!看看這個(gè):

  這個(gè)是4000000000以內(nèi)的結(jié)果!:

  f(0) = 0

  f(1) = 1

  f(199981) = 199981

  f(199982) = 199982

  f(199983) = 199983

  f(199984) = 199984

  f(199985) = 199985

  f(199986) = 199986

  f(199987) = 199987

  f(199988) = 199988

  f(199989) = 199989

  f(199990) = 199990

  f(200000) = 200000

  f(200001) = 200001

  f(1599981) = 1599981

  f(1599982) = 1599982

  f(1599983) = 1599983

  f(1599984) = 1599984

  f(1599985) = 1599985

  f(1599986) = 1599986

  f(1599987) = 1599987

  f(1599988) = 1599988

  f(1599989) = 1599989

  f(1599990) = 1599990

  f(2600000) = 2600000

  f(2600001) = 2600001

  f(13199998) = 13199998

  f(35000000) = 35000000

  f(35000001) = 35000001

  f(35199981) = 35199981

  f(35199982) = 35199982

  f(35199983) = 35199983

  f(35199984) = 35199984

  f(35199985) = 35199985

  f(35199986) = 35199986

  f(35199987) = 35199987

  f(35199988) = 35199988

  f(35199989) = 35199989

  f(35199990) = 35199990

  f(35200000) = 35200000

  f(35200001) = 35200001

  f(117463825) = 117463825

  f(500000000) = 500000000

  f(500000001) = 500000001

  f(500199981) = 500199981

  f(500199982) = 500199982

  f(500199983) = 500199983

  f(500199984) = 500199984

  f(500199985) = 500199985

  f(500199986) = 500199986

  f(500199987) = 500199987

  f(500199988) = 500199988

  f(500199989) = 500199989

  f(500199990) = 500199990

  f(500200000) = 500200000

  f(500200001) = 500200001

  f(501599981) = 501599981

  f(501599982) = 501599982

  f(501599983) = 501599983

  f(501599984) = 501599984

  f(501599985) = 501599985

  f(501599986) = 501599986

  f(501599987) = 501599987

  f(501599988) = 501599988

  f(501599989) = 501599989

  f(501599990) = 501599990

  f(502600000) = 502600000

  f(502600001) = 502600001

  f(513199998) = 513199998

  f(535000000) = 535000000

  f(535000001) = 535000001

  f(535199981) = 535199981

  f(535199982) = 535199982

  f(535199983) = 535199983

  f(535199984) = 535199984

  f(535199985) = 535199985

  f(535199986) = 535199986

  f(535199987) = 535199987

  f(535199988) = 535199988

  f(535199989) = 535199989

  f(535199990) = 535199990

  f(535200000) = 535200000

  f(535200001) = 535200001

  f(1111111110) = 1111111110

  有人用c寫了一個(gè),

  Myl4*Dc,q^9A-中ID

  c教n"gA=無(wú)kPZ得出這些結(jié)果只用了幾十毫秒!


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