Question

the movement of the progress bar may be uneven because questions can be worth more or less (including zero) depending on your answer.
use the values $ln 4 \approx 1.4$ and $ln 100 \approx 4.6$ to find the approximate value of $log_{4} 100$.
$log_{4} 100 \approx 3.3$
$log_{4} 100 \approx 0.30$
$log_{4} 100 \approx 6.0$
$log_{4} 100 \approx 6.4$

Explanation:

Step1: Apply change of base formula

$\log_{4}100 = \frac{\ln 100}{\ln 4}$

Step2: Substitute given approximate values

$\log_{4}100 \approx \frac{4.6}{1.4}$

Step3: Calculate the division

$\frac{4.6}{1.4} \approx 3.3$

Answer:

$\log_{4}100 \approx 3.3$