Question

Fernando works between 12 and 25 hours each week. The function t, where t(x) = 9.50 x represents the amount of money Fernando earns
given the number of hours, x, he works.

Answer 1

Answer:

The domain of the function is = {$12 \leq x \leq 25$}

Step-by-step explanation:

Fernando works between 12 and 25 hours each week.

Hence, Fernando works either $\geq 12$ or $\leq 25$ hours of a week.

The function is given by, $t(x) = 9.50x$

This function's domain is $12 \leq x\leq 25$

$t(12) = 9.50\times12 = 114\\t(25) = 9.50\times25 = 237.5$

The range of the function is between 114 and 237.5.