The daily cost in dollars to your company to print $x$ Exceptionally Rare Edition classical novels is
$C(x) = %0,$
and your company sells the novels at "exclusive bookstores" for \$%5 per novel.
#[Revenue function][Función de ingreso]# $R(x) = {}$ BOX BUTTONS
MESSAGE
#[Profit function][Función de ganancia]# $P(x) = {}$ BOX BUTTONS
MESSAGE
\\
#[Marginal profit][Ganancia marginal]# $= {}$ BOX BUTTONS
MESSAGE
\\
#[Smallest number of novels sold to avoid a loss][Menor número de novelas vendidas para para evitar pérdidas]# $= {}$ BOX BUTTONS
MESSAGE
It follows that you should sell at least BOX books per day to break even, and more than that to obtain a additional profit of \$BOX per additional book sold.
BUTTONS MESSAGE
RANDOMIZE