To find the solution for the equation log3(x) = 4125, we need to understand what this logarithmic expression means. The logarithm tells us the power to which the base (in this case, 3) must be raised to obtain a certain number (x).
In simpler terms, if we have log3(x) = 4125, we can rewrite it in exponential form:
x = 34125
This means that to find x, we simply need to calculate 3 raised to the power of 4125. This results in an extremely large number.
So the solution is:
x = 34125
This exponential growth illustrates how quickly values can escalate when dealing with logarithms and powers.