Answer:
Profit margin = 9.74%
Explanation:
We know,
Profit Margin = (Net income after tax/Net sales) x 100
Profit margin is a profitability ratio that measures the company's overall performance. It also show how company performs financially.
Given,
Year 2,
Net Sales = $484,000
Net income after tax = $47,150
Therefore,
Profit Margin = 
Profit Margin = 9.74%
Hence, company is performing financially well.
The calculated profit per unit for base-case, worst-case is, and best-case for the management of Brinkley corporation is:
<h3>The Profit per unit for base-case:</h3>
45 - 1 1- 24 - 3 = $7
<h3>Profit per unit for worst case:</h3>
45 - 12 - 25 - 3 = $3 per unit
<h3>Profit per unit for best case:</h3>
45 - 10 - 20 - 3 = 12$ per unit
b. The mean profit per unit is given as $7.05
c. The reason the simulation approach is preferable is due to the fact that it can help to determine the probability of profit as a particular amount, unlike the what-if scenario analysis.
It can also create different scenarios for possible resources.
d. The probability of the fact that the profit per unit woul be less than 5 is 9%
Read more on risk analysis here: brainly.com/question/6955504
Answer:
The answer is "A"
Explanation:
Cumulative interests are counted by one plus the annual interest rate adjusted to the cumulative periods of less than one. The first principal sum is determined by one. The cumulative sum of the initial loan is then deducted from the calculation.
Formula:
That's why we apply the above formula to calculate the annual interest rate.
I think is A because accomplishment is not a emotional thing.
Answer:
10.38%
Explanation:
From the question above a bank offers to lend an amount of $10,000 for a period of 1 year
The bank expects an interest of $250 to be paid every 4 months
= $250×4
= $1,000
Total amount of interest= $1,000
The first step is to calculate the nominal interest
= (1000/10,000)×100
= 0.1×100
= 10%
Therefore, the effective annual rate on the loan can be calculated as follows
= (1+r/m)^m-1
r = 10% , m = 4
= [1+(10/100)/4]^-1
=[ (1+0.1/4)^4]-1
= (1+0.025^4)-1
= (1.025^4)-1
= 1.1038-1
= 0.1038×100
= 10.38%
Hence the effective annual rate in the loan is 10.38%
