Answer:
48,497.42 containers
Explanation:
<em>The economic order quantity (EOQ) is a model that is used to determine the optimum order size that minimizes the balance of carrying and ordering cost.</em>
T<em>his model can also be modified to determine the optimum batch quantity, that is the number of units to produced in a production run. The model is given below </em>
EOQ = √2× Co× D/Ch
EOQ - economic production run, Co- set up cost per run, Ch- carrying cost per unit per year, D- demand
EOQ = 2 √2× 490× 1,200,000/0.5
EOQ = 48,497.42 containers
Neilsen should produce 48,497.42 containers per production run in order to minimize the production cost
Answer:
4.77 × 10^-4
Explanation:
Given that
Population of the city of Atlantis on March 30, 2003 = 193,000
No. of new active cases of TB occurring between January 1 and June 30, 2003 = 92
No. of active TB cases according to the city register on June 30, 2003 = 338
So, the incident rate of active cases is shown below:
= (No. of new active cases of TB occurring between January 1 and June 30, 2003) ÷ (Population of the city of Atlantis on March 30, 2003 - No. of active TB cases according to the city register on June 30, 2003)
= (92) ÷ (193,000 - 338)
= (92) ÷ (192,662)
= 4.77 × 10^-4
Answer:
minutes of grinding= 60,468 minutes
Explanation:
Giving the following information:
Grinding minutes per unit:
Product A= 3.80
Product B= 5.30
Product C= 4.30
Product D= 3.40
Monthly demand in units:
Product A= 4,260
Product B= 4,260
Product C= 3,260
Product D= 2,260
A total of 54,900 minutes is available per month on these machines.
minutes of grinding= Total product A + Total product B + Total product C + Total product D
minutes of grinding=4260*3.80 + 4260*5.3 + 3260*4.3 + 2260*3.4= 60,468 minutes
<span>by questioning the prospect during sales dialogues.</span>
Stereo speakers, new car, furniture, an expensive watch