SOLUTION: Find the value of x. log(base 256)x) = 1/4

SOLUTION: Find the value of x. log(base 256)x) = 1/4

Algebra.Com

Question 676478: Find the value of x.
log(base 256)x) = 1/4
Answer by lwsshak3(11628) (Show Source): You can put this solution on YOUR website!
Find the value of x.
log(base 256)x) = 1/4
exponential form:
base(256) raised to log of number(1/4)=number(x)
256^(1/4)=x
x=4
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