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Q: Logarithm ( Answered ,   1 Comment ) Question
 Subject: Logarithm Category: Miscellaneous Asked by: southnfried-ga List Price: \$2.00 Posted: 27 Nov 2005 15:30 PST Expires: 27 Dec 2005 15:30 PST Question ID: 598254
 `whats the corresponding number for this logarithm: 0.81293?` Subject: Re: Logarithm Answered By: answerguru-ga on 27 Nov 2005 15:39 PST Rated: ```Hi southnfried-ga, In order to find the corresponding logarithm for 0.81293, we must solve this equation: = log(x) = 0.81293 10^(log(x)) = 10^0.81293 x = 6.50 The trick is to eliminate the log by raising both sides of the equation by 10 (the implied base of the log). Thanks for using Google Answers. answerguru-ga``` Request for Answer Clarification by southnfried-ga on 27 Nov 2005 15:53 PST `a.0.65003 b.0.65007 c.6.5003 d.6.5007` Clarification of Answer by answerguru-ga on 27 Nov 2005 18:08 PST ```Appears I wasn't precise enough - the correct answer from your choices is 6.5003. answerguru-ga```
 southnfried-ga rated this answer:  ```If you are going to rate a complete, correct answer as 2 stars, I would hate to see what you would rate an incomplete answer.``` 