1044.67=4^x
solve for x without the log function
To solve for x without using the log function, we can rewrite 4 as 2^2.
Therefore, the equation becomes:
1044.67 = (2^2)^x
1044.67 = 2^(2x)
To solve for x, we need to find the exponent that 2 needs to be raised to in order to get 1044.67.
2^(10) = 1024
2^(11) = 2048
So, x should be between 10 and 11.
Let's try the midpoint of 10 and 11:
2^(10.5) = 1048
This is closer to 1044.67 than 1024, so x is approximately 10.5.
Therefore, x is approximately equal to 10.5.