what is the value of log 2

log(2) is 0.30102

value of log2=0.3010. You can prove it.You could rewrite log(2) in various ways, such as: log(2) = log(10/5) = log(10) - log(5) = 1 - log(5) But that does not prove what it equals unless you have been given a value for log(5). You could use the definition of a logarithm to rewrite the expression: log(2) = 0.3010 <=> 10^(0.3010) = 2 And then use a calculator to verify that this produces an approximately true statement (since 0.3010 is a rounded number), but this does not qualify as a mathematical proof either.

log2 =0.3010

0.3010

log2 =0.30102

0

log2=0.301

log2=0.3010

log2=0.3010

log2=0.3

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