Find an equation for the rational function graph.
-Suppose the cost per ton, $y$, to build an oil platform of $x$ thousand tons is approximated by $f ( x ) = \frac { 262,500 } { x + 525 }$. What is the cost per ton for $x = 300 ?$
A) $\$ 150,000.00$
B) $\$ 318.18$
C) $\$ 95,454.55$
D) $\$ 350.00$

Question

Quizplus · Accepted Answer

To find the cost per ton for $x = 300$, substitute $x = 300$ into the given equation: $f(x) = \frac{262,500}{x + 525}$. This results in $f(300) = \frac{262,500}{300 + 525} = \frac{262,500}{825} = 318.18$. Therefore, the cost per ton is \$318.18.

Find an Equation for the Rational Function Graph yyy , to Build an Oil Platform Of

Find an Equation for the Rational Function Graph $y$ , to Build an Oil Platform Of