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Earn +20 ptsQ: Rules of log
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How would you solve 250 to the x power equals 400000?
250(x) = 400,000 Use logs to base '10' Hence log250^(x) = log400,000 xlog250 = log 400,000 Notirce how the power (x) becomes the coefficient. This is oerfectly correct under 'log' rules. x = log 400,000 / log 250 (NOT log(250/400,000). x = 5.60206 / 2.39794 x = 2.33619689..... ~ 2.33619 to 5 d.p.
Is it log on to or log onto?
log on to
What is fifty root divided by two root?
Use logarithms to base '10. Hence log(10) a^(1/50) Fiftieth root) and log (10) a^(1/2) second root ( square root) Under the rules of logarithms we can re-write as [(1/50)log a] / [(1/2)log a] Cancel down by 'log a' hence (1/50) / ( 1/2) 1/50 X 2/1 = 2/50 = 1/25 the answer!!!!!!
If 3 log x - 2 log y?
1
How do you solve a log?
You calculate a log, you do not solve a log!
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