Answer:
Step-by-step explanation:
In a log equation,
[tex]log_{b}(x)=a[/tex]
b is the base, x is the argument, and a is the answer. When you convert from log to exponential form, that conversion looks like this:
[tex]b^a=x[/tex]
Your base is raised to the power of your answer and that exponent is set to equal the argument. In your case, if h is raised to the z power, and is set to equal m, then h is the base, your power on the h is the answer z, and is set to equal the argument m. The choice you want is the first one.
