How do you calculate $log (1024)$ $Log (1024)$ ?

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Answer 1 · 2016-09-01T21:45:59

$log (1024) = 10 log (2) \approx 3.0103$ $log(1024) = 10 log(2) ~~ 3.0103$

$1024 = 2^{10}$ $1024 = 2^10$

$log (2) \approx 0.30103$ $log(2) ~~ 0.30103$ is a very good approximation.

Hence we have:

$log (1024) = log (2^{10}) = 10 log (2) \approx 10 \cdot 0.30103 = 3.0103$ $log(1024) = log(2^10) = 10 log(2) ~~ 10*0.30103 = 3.0103$

How do you calculate Log (1024)log(1024)Log (1024)?