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galben [10]
2 years ago
10

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 g

iven below.
C = $3,173 + $31u

If the company wants to keep the cost of operation under $18,000 per month, what is the maximum number of units they can produce?
Mathematics
1 answer:
pantera1 [17]2 years ago
6 0

Answer:

Given. C = $3173 + $310 Number of units produced operation Corpaci cost c = C- $ 18000 per month 18000 - 3173 4310 - 310 18000 - 3173 U= 14827 31 478.29 U= Maximum number of units ñ 478 Correct Hence, option Cis /

Step-by-step explanation:

Mathematics Diagnostic Assessment Steele 13 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 produce? If the company wants to keep the cost of operation under $18,000 per month, what is the maximum number of units they can OA. 4,780 OB. 4,781 OC. 478 OD. 479 Reset Submit All rights reserved.

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