Question

which exponential equation is equivalent to this logarithmic equation?log2x=24​

Answer 1

Answer:  Choice D

Reason:

The log equation $\log_{b} (y) = x$ is equivalent to the exponential equation $y = b^x$

For each equation, the 'b' is the base. Logs are useful to isolate the exponent, and they have other applications as well.

So this is why $\log_2(x) = 24$ turns into $2^{24} = x$

As another example, $\log_3 (m) = 4$ becomes $m = 3^4$