Log(√5) = 1/4
To solve for x, we need to exponentiate both sides with base 10:
10^(log(√5)) = 10^(1/4)
√5 = 10^(1/4)
√5 = √(10^1)
√5 = √10
Now we can solve for x:
x = √10/√5
x = √(10/5)
x = √2
Therefore, x = √2 when log(√5) = 1/4.
Log(√5) = 1/4
To solve for x, we need to exponentiate both sides with base 10:
10^(log(√5)) = 10^(1/4)
√5 = 10^(1/4)
√5 = √(10^1)
√5 = √10
Now we can solve for x:
x = √10/√5
x = √(10/5)
x = √2
Therefore, x = √2 when log(√5) = 1/4.