Question

Log3 54 минус log3 2

Answer 1

log3 54 - log3 2= log3(54/2)

log3 27=3

При вычитании логарифмов мы их делим.

Answer 2

To calculate the expression "log3 54 minus log3 2," we can use the logarithmic property that states the difference of logarithms is equal to the logarithm of the quotient.

Therefore, we have:

log3 54 - log3 2 = log3 (54/2)

Simplifying further:

log3 (54/2) = log3 27

Since 3 raised to what power equals 27? It's 3. So, we have:

log3 27 = 3

Therefore, log3 54 - log3 2 equals 3.