Solve for a positive value of x.
log, base, 4, left bracket, 16, right bracket, equals, x
log
4
(16)=x
To solve the equation log base 4 of 16 = x, we need to rewrite it in exponential form.
In exponential form, log base 4 of 16 = x becomes 4^x = 16.
We can now solve for x.
Since 4^2 = 16, we have 4^x = 4^2.
Therefore, x = 2.
So, the positive value of x that satisfies the equation is 2.