Margaret Williams, production manager at Williams Manufacturing, finds her profits at $15,000 inadequate for her business. The b
ank is insisting on an improved profit picture prior to an approval of a loan for some new equipment. Margaret would like to improve the profit line to $25,000 so she can obtain the approval for the loan. Given the information below and using a Supply Chain Strategy, what percentage change of their Cost of Supply Chain Purchases would need to be reduced to achieve a $25,000 profit
1 answer:
Answer:
22.22%
Explanation:
The calculation of percentage in sales is shown below:-
Increase in profit required = $25,000 - $15,000
= $10,000
To achieve a profit $10,000, the required sales increases
= $10000 ÷ 18%
= $55,555.55
Percentage increase in sale = Required sales ÷ Sales of current situation
= $55,555.55 ÷ $250,000
= 22.22%
So, for computing the percentage increase in sales we simply applied the above formula.
You might be interested in
Answer:
B
Materials Control $ 250
Manufacturing Overhead Control $1,000
Work-in-Process Control $1,250
Explanation:
spoilage rate: 10/1000 = 0.01=1%
the job requires 2,500 goods parts
total part required (considering spoilage)
2,500 /(1-0.01) = 2500/ 0.99 = 2525.2525 = 2525
2525-2500 = 25 spoilage part
<u>Note:</u>
in this case you may think you can simple do 2,500 x 0.01
But if the spoilage rate is high or the amount of high is, then you will have an answer different than the correct method. Stick to the formula given.
25 part x 50 = 1,250
From the work in process, we will subtract this value, we will increase the spoilage materials inventory and charge the diference as actual overhead.
b.
Materials Control $ 250
Manufacturing Overhead Control $1,000
Work-in-Process Control $1,250