What logarithm is equal to 4log3?

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ess3nxe ess3nxe · Answer 1 · 2020-11-16T04:38:17+01:00

so... x log x = log(x^x) ::and:: 4 log 3 = log(4^3)
so we have log (x^x)= log(4^3)
log (x^x)=log(81)

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adioabiola adioabiola · Answer 2 · 2022-05-05T11:40:49+02:00

The logarithm which is equivalent to the logarithm 4log3 as given in the task content is; Log 81.

According to the task content; we are required to determine the logarithm which is equivalent to the given logarithm; 4log3.

It follows from the laws of logarithm that the logarithm which is equivalent to the given expression is; log(3)⁴ = log 81.