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Counting digits (Posted on 2003-02-20) Difficulty: 3 of 5
How many digits are there in 2^1000 (2 to the power of 1000)?

  Submitted by Anoop    
Rating: 3.8750 (8 votes)
Solution: (Hide)
Ender has provided the solution in the comments list

Anyway, 2^1000 = 10^(1000*log2) = 10^(301.03)

So you can round the exponent to 301.

So including the 1 and the 301 zeroes, the answer is 302 digits.

Comments: ( You must be logged in to post comments.)
  Subject Author Date
SolutionAnswerPraneeth2007-08-24 01:47:16
SolutionPuzzle Solution With ExplqanationK Sengupta2007-05-13 12:40:13
answerK Sengupta2007-05-13 12:35:14
re(3): And they are...Charlie2003-03-09 07:21:05
re(2): And they are...Gamer2003-03-08 15:17:25
Solutiontry to use logAlex2003-03-05 04:40:16
re: check this out (where did it go wrong?)Charlie2003-03-02 10:52:57
Solutioncheck this outakila2003-03-01 17:06:42
re(2): And they are...Charlie2003-02-26 08:20:19
re: And they are...Ravi Raja2003-02-26 04:48:14
re: yayRavi Raja2003-02-26 04:46:01
And they are...Charlie2003-02-25 18:42:33
yayIrina2003-02-25 12:12:36
yayIrina2003-02-25 12:11:57
Solutionre(2): another guessJana2003-02-21 08:33:12
re: another guessTomM2003-02-20 16:10:21
another guessJana2003-02-20 13:07:09
Some ThoughtsSimple conceptAlan2003-02-20 12:29:39
re(2): SolutionTomM2003-02-20 11:10:49
re: Solutionlevik2003-02-20 11:03:13
Solutiongary2003-02-20 09:43:18
SolutionScientific guessEnder2003-02-20 04:07:32
Hints/TipsUnscientific guessfwaff2003-02-20 03:28:44
I kind of cheatedNick Murray2003-02-20 02:56:39
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