Answer:
The break even level of units per month fall by 16 units.
Explanation:
The current breakeven units per month are,
Break even in units = 5600 / (20 - 6)
Break even in units-March = 400 Units
The fixed costs remain constant in the short run to a certain activity level so assuming that the fixed costs will remain $5600.
The new variable costs will be 6 * 0.9 = $5.4
Assuming everything else remains constant,
The new break even in units per month = 5600 / (20 - 5.4)
New break even in units = 383.56 rounded off to 384 units
As a result of decrease in the variable cost per units, the new break even point becomes 16 units less than the previous one.
Answer:
Customer.
A moment of truth occurs when employees and the customer have contact.
I hope this helped at all.
Answer:
€6 million
Explanation:
As we know that
According to the International Financial Reporting Standards, if the net realizable value of the inventory increases then the written down of reversal value is required
And according to the GAAP, the inventory should be valued at lower of cost or net realizable value
So in the given case, the inventory is purchased at €6 million and now it is estimated value is €7 million so the lower value i.e €6 million should be reported on the balance sheet.
Answer:
The correct answer is 1. defining the problem
.
Explanation:
Although every step in a market research project is important, defining the problem is the most important of all. For market research purposes, the terms problems and opportunities are handled interchangeably. The definition of the problem implies starting with the general terms of the problem, to then identify its specific components. Only when the market research problem was clearly defined, could the research be designed and carried out. Of all the tasks in a market research project, none is more vital than the detailed definition of the research problem, as this will allow us to fully meet the needs of the client.
Answer:
52358.4
Explanation:
four quarters multiplied by 3 years plus the rate of return