Answer:
x = 3 is the solution .
Step-by-step explanation:
Given : 2log x − log3 = log3.
To find : ist the potential solutions from least to greatest.
Solution : We have given that 2log (x)− log(3) = log(3).
On adding log(3) by both sides
2log (x) = log(3) + log(3) .
On simplification ,
2log (x) = 2log(3)
On dividing by 2 both sides
[tex]\frac{2log(x)}{2}[/tex] = [tex]\frac{2log(3)}{2}[/tex].
log (x) = log(3)
By same base rule if log f(x)= log g(x) then f(x) =g(x).
So, x = 3
Therefore, x = 3 is the solution .
