Finite Math Examples

$f (x) = \frac{\log (\frac{1}{7})}{\log (5)}$

Step 1

$y = \frac{\log (\frac{1}{7})}{\log (5)}$ is a straight line perpendicular to the $y$ -axis, which means that the range is a set of one value ${y | y = \frac{\log (\frac{1}{7})}{\log (5)}}$ .

Set-Builder Notation:

${y | y = \frac{\log (\frac{1}{7})}{\log (5)}}$

Step 2