Question

log 256 b greater than 1/4

Answer 1

answers are b greater than 1/4 b greater than 4 b greater than 1/4 and b greater than 2^3

Answer 2

b greater than 1/256

Answer 3

$$\bf log_{256}b = \cfrac{1}{4}\\
\textit{using log cancellation rule of } log_aa^x = x\\
256^{log_{256}b} = 256^{\frac{1}{4}} \implies b = 256^{\frac{1}{4}} \implies b = \sqrt[4]{256}
$$

Answer 4

but with what answer will it correspond with

Answer 5

well, get the value of b

Answer 6

the value is 4

Answer 7

then that's "b" :)