Question

what is log(24).... ​

Answer 1

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log 24 = 1.38

Log of any value is calculated with accordance to log 10 to the base 10.

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Answer 2

The value of

$log(24) = 1.38$

Given:

The given logarithm is log(24).

To Find:

we need to find the value of the log (24).

Solution:

To solve this problem we should know the basic logarithmic formulas.

$log(xy) = log(x) + log(y)$

$log( {x}^{n} ) = n \: log(x)$

We should also be aware of the values of

$log(2) = 0.3010$

$log(3) = 0.4771$

Now to calculate the value, it can be written as

$log(24) = log(3 \times 8)$

$= log(3) + log(8)$

$= log(3) + log( {2}^{3} )$

$= log(3) + 3 log(2)$

$= 0.4771 + 3(0.3010)$

$= 0.4771 + 0.9030$

$= 1.3801$

Therefore the value of log(24) is 1.38

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