The value of y approximately in the equation is 0.78
What is Logarithm Value ?
A logarithm is the number that must be raised to a certain power in order to get another number.
Using the logarithmic rule, we know that logₐ b = x is written as ax = b where a is the base, and b is the argument.
In this case, we have 10 as the base and x as the argument.
Thus f(x) = y = log₁₀x is written as:
[tex]\rm 10^y = x\\\\10^{y}= 6\\\\y \; approx = 0.78[/tex]
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