If logx=0.25 , what is logx^4 ? Rewrite using the power rule, then evaluate. (1 point)

Answer 1

To rewrite using the power rule, we remember that the power rule states that log base b of x^a is equal to a times log base b of x.

Using the power rule, we have:

logx^4 = 4 * logx

Now, we can substitute the given value of logx:

logx^4 = 4 * 0.25

Simplifying, we find:

logx^4 = 1