Question

What are the laws of Logarithms?

Answer 1

Here is your answer.
1.
$logxy \: = logx + logy$
2.
$log \binom{x}{y} = logx - logy$
3.
$log(x {}^{n} ) \: = nlogx$
4.
$log(b) \: = 1$
5.
$log(1) = 0$
Hope it helps you.
Plzz mark me as brainliest..

Answer 2

Answer:

law 1

logarithm a product. the logarithm of a product of any two or more positive numbers to any real base[>] is equal to the sum of their logarithm to the same base

Law 2

logarithm of a quotient. the logarithm of quotient of any two positive number to any real base ( >1) is equal to the logarithm of the numerator minus the logarith of the denominator to the base