A company makes and sells espresso machines. It has found that the price "p" it charges for the machine is related to the quantity sold "x" and is modeled by the equation p = 200 - 2xMath output error. It also has determined its costs of producing different quantities of espresso machines to be modeled by the equation C(x) = x² + 15x+7,500, where 0 ≤ x ≤ 100 Math
output error.
a) How many espresso machines must the company make and sell in order to break even?
b) What will be the price of the espresso machines at the break even level of output?
c) Will the company be able to achieve the break even level of production? How do you know?
