Elaine supervises 30 sanitation engineers. She fills out a form that rates such factors as loyalty, cooperation, attendance, and
1 answer:
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Answer:
A) USA will not be better off switching to the new dye since the cost is greater than the Fine
B) $118076
C) The reduction in material/fabric cost can be achieved by the reduction in material wastage and in the use of quality materials
while the reduction in labor cost can be achieved by Hiring well trained employees with the necessary skillset
Explanation:
<u>A) Determine If the USA be better off using the new dye </u>
Units of clothes to be dyed = 50,000
Difference in cost = [ 4 ( 1.25 - 0.5 ) ] = 4 * 0.75 = $3
Total cost of using the new dye = 50000 * $3 = $150,000
Fine = $130,000
hence USA will not be better off switching to the new dye since the cost is greater than the Fine
<u>B) Determine by how much overall cost will be reduced at the end of 12 months using Kaizen costing </u>
<em>condition : reduce fabric and labor cost by 1%</em>
Original Monthly Costs without the use of Kaizen Costing =( Total Units/Number of Months)*(Fabric Cost per Unit + Labor Cost per Unit)*Number of Months
= [( 10000 + 50000 )/12 ) * ( 6 + 4 ) ] *12
= [ 5000 * 10 ] *12 = $600,000
Applying kaizen costing
Given: Fabric cost per unit = $6 , Labor cost per unit = $4
Total units of production = 10000 + 50000 = 60,000
Kaizen costing formula per month = [ (cost per unit * total units / 12 ) - ( 1% of cost per unit * total units / 12) ]
Total annual cost using Kaizen costing = $56807.61
difference in cost = $600,000 - $568076 = $31924
with the new dye and Kaizen costing the overall cost will be change by $118076 i.e. ($150,000 - $31924) = <em>$118076 </em>
C ) The reduction in material/fabric cost can be achieved by the reduction in material wastage and in the use of quality materials
while the reduction in labor cost can be achieved by Hiring well trained employees with the necessary skillset
Answer:
When Jada is 44 years, the investment will be worth $39,741
Explanation:
time will be 44 - 38 = 6
t = 6 years
compounded every 3 month means 4 times a year (12/3 = 4)
n = 4
r = 7.8%
p = $25,000