translate into an exponential equation solve for x logx48476

translate into an exponential equation solve for x. logx=4.8476

Solution

Given : logx=4.8476

The logarithmic functions log_b x and the exponential functions b^x are inverse of each other, hence

y = log_b x is equivalent to x = b^y where b is the common base of the exponential and the logarithm.

So, in our case b =10 : log₁₀x = 4.8476

Si, it can be written as : x = 10^(4.8476) ----> exponential form equation