Question

Log11 3корня из 121=

Answer 1

Log11 3корня из 121=Log11 3+Log11 (11)=Log11 3+1

Answer 2

To solve the equation "log₁₁(3√121) =", we need to evaluate the expression inside the logarithm first and then take the logarithm base 11 of that value.

First, let's find the value of 3√121, which means taking the cube root of 121: 3√121 = ∛(121) = 5

Now, we can substitute this value into the logarithm equation: log₁₁(5)

So, log₁₁(3√121) is equal to log₁₁(5).