The properties of logarithms state that the sum of logarithms equals the logarithm of their product. Therefore, we can combine the three logarithms into one by multiplying the numbers together.

log(43) + log(3) + log(7) = log(43*3*7)

So, the expression simplifies to:

log(903)

Question

The properties of logarithms state that the sum of logarithms equals the logarithm of their product. Therefore, we can combine the three logarithms into one by multiplying the numbers together.

log(43) + log(3) + log(7) = log(43*3*7)

So, the expression simplifies to:

log(903)

Knowee AI · Accepted Answer

The properties of logarithms state that the sum of logarithms equals the logarithm of their product. Therefore, we can combine the three logarithms into one by multiplying the numbers together.

log(43) + log(3) + log(7) = log(43*3*7)

So, the expression simplifies to:

log(903)

rite as a single logarithm:log(43)+log3+log7

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