Answer:
I currently work for a company that provides services to other businesses (B2B), and we work on a yearly contract base. Since it's a B2B we don't have a lot of customers, they are only 11, but each customer is very important to us.
The sales process and contracts for the next year are usually finished by November and at that time we must prepare a cost budget. The main problem we are currently facing is that we use some imported goods and since many tariffs have been increasing, there is a lot of uncertainty about future prices.
When you import goods and use the FOB destination, the seller is responsible for delivering the goods up to a port of entry, but we are responsible for the paperwork and applicable tariffs. Since tariffs increase during a few months and then decrease, and then increase again depending on the president's mood, our budget has a large percentage of "just in case".
Besides that problem with imports, our company also signs yearly contracts with most of the employees depending on the number of contracts and workers needed. We are very good at estimating overhead expenses, since experience is a great teacher in our specific case.
If we didn't have the problem with uncontrollable external factors (tariffs), prior jobs help us to determine budgets that are usually quite exact, our variance (either + or -) is usually less than 3%.
The appropriate labels for Curves N and M in the nearby graph is that the Curve N is total cost and Curve M is total variable cost.
<h3>Why is the curve as stated about?</h3>
Because a fixed cost is constant, this is not shown on the graph, however, the movement of the variable cost impacts directly on the total cost as well but it will be higher.
Hence, the appropriate labels for Curves N and M in the nearby graph is that the Curve N is total cost and Curve M is total variable cost.
Therefore, the Option C is correct.
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Answer:
Interest Rate=0.0635=6.35%
Explanation:
Given Data:
Money Borrowed last year=PV=$3,900
Future Payment as a lump sum payment=FV=$6,000
Total Number of years=n=7 years
Required:
Interest Rate=i=?
Solution:
Formula:
In our case, FV=$6,000, PV=$3,900, n=7
Interest Rate=0.0635=6.35%
Answer:
Production during January= 9000 units
Explanation:
By the following information, we need to calculate the number of units to produce in January:
beginning inventory 12,000 units
Sales January = 17000 units
Sales february= 20000
Ending inventory= 20% of expected sales for next month
Production during January= Sales January + ending inventory - beginning inventory
Production during January= 17000 + 0,20*20000-12000
Production during January= 9000 units
