Answer:
MC = 750
Explanation:
Below is the given values:
Initial quantity = 8
Final quantity = 10
Initial total cost = $9500
Final total cost = $11000
Marginal cost = Change in total cost / Change in quantity
Change in total cost = 11000 - 9500 = 1500
Change in quantity = 10 - 8 = 2
Marginal cost = Change in total cost / Change in quantity
MC = 1500 / 2
MC = 750
the imparting or exchanging of information or news.
For compounding interest, there is a formula relating the present worth (P) with the annuity (A). This is shown in the picture. The 'i' is the effective interest rate while n is the time. You should make sure that you are consistent with the units. If your time is in terms of years, your interest should be in terms of percent per year compounded yearly. Moreover, your annuity should be per yearly basis. In this case, it is already consistent so we don't need to convert. Substituting the values,
P = 10,000[(1.08^9-1)/(0.08*1.08^9)]
P = $62,468.88
Answer: Employed.
Explanation:
Daryl is employed, because he has a job, where he works 15 hours a week. The job although it is not a full-time job still is a form of employment, where Daryl works and is paid.
Answer:
D. $144
Explanation:
With this method the last merchandise entered is the first to come out of existence.
At the time of the sale of May 20, the situation was as follows.
5/3 Purchase 5 units $20
5/10 Sale 3 Units
5/17 Purchase 10 units $24
5/20 Sale 6
The cost of selling these 6 units corresponds entirely to the cost of the purchase of May 17.<em> It does not matter that there</em> are still 2 unsold units of the previous purchase in the warehouse since we are using the LIFO method. So 6 units x $24 = $144
