The monthly cost of operation at a company, C, given in dollars as a function of the number of units produced per month, u, is given below.
C = $3,173 + $31u
If the company wants to keep the cost of operation under $14,000 per month, what is the maximum number of units they can produce?
A. 3,490
B. 350
C. 3,491
D. 349

If the company wants to keep the cost of operation under $14,000 per month, The maximum number of units they can produce is: D. 349.How to find the number of units?Given function:C = $3,173 + $31uHence,Let u represent number of  unitsLet c represent the operation costWhere c = $14,000 per month$14,000 = $3,173 + $31uCombine like terms$14,000 - $3,173 = $31u$10,827 = $31uDivide both side by $31uu = $10,827 / 31u = 349 unitsTherefore the correct option is D.Learn more about number of units here: https://brainly.com/question/26770986#SPJ1