The answer in the space provided is seventy five to eighty five percent because this is only the likely percentage that the organization strive because this extends to their capabilities and that this occurs at the first level of support in less than an hour when they undergone through this process.

5 0

3 years ago

A stock produced returns of 14 percent, 17percent, and -1 percent over three of the past four years, respectively. The arithmeti

mariarad [96]

Answer:

11.23%

Explanation:

Arithmetic return = Total return/Total time period

6% = (14% + 17% - 1% + x%) / 4

(6%*4) =30% + x

24% = 30% + x

x = (24% - 30%)

x = -6%

For the standard deviation, we need to use stdev.s function in Ms Excel

Standard deviation = stdev.s (14%,17%,-1%,-6%)

Standard deviation = 0.112249722

Standard deviation = 11.23%

So, the standard deviation of the stock's returns for the four-year period is 11.23%.

3 0

3 years ago

A plant's fixed overhead costs total $500,000 for a year to produce 400,000 widgets, among other items. If machine‐hours are use

maxonik [38]

Answer:

$0.5

Explanation:

A plant's fixed total overhead cost is $500,000 for a year

400,000 widgets are required to be produced for this period

All processes require a 40,000 machine hours and the widgets use 16,000 hours out of the total hours

The first step is to calculate the fixed overhead application rate

= $500,000/40,000

= $12.5 machine-hour

The fixed overhead that is applied to the widgets can be calculated as follows

= $12.5 × 16,000

= $200,000

Therefore, the fixed overhead that is applied to each of the widgets produced can be calculated as follows

= 200,000/400,000

= $0.5

Hence the fixed overhead that is applicable to each widgets is $0.5

7 0

3 years ago

You are 20 years old and have completed your BBA and want to pursue further education but you don’t want to take money from your

Dmitrij [34]

Answer:

1. Will you be able to meet your goal at this current saving rate?

yes, you will even have some spare money

annual cost of MBA = 400,000 x 2 years = 800,000

monthly salary = 25,000 and you will deposit 12,500

ordinary annuity, 0.8333%, 59 periods (5 years - 1 month) = 75.80535

the future value of your account = 12,500 x 75.80535 = 947,566.88 which is more than the cost of the MBA

2. What percentage of your salary should you save if you want to have exactly your university expenses amount?

42.2138%

800,000 / 75.80535 = 10,553.34

10,553.34 / 25,000 = 0.422138 = 42.2138%

3. How would your answer to part 1 change if the saving account rate changed to 5%?

actually you still have more money than what you need even if the interest rate falls to 5%, so you can still take your MBA

monthly salary = 25,000 and you will deposit 12,500

ordinary annuity, 0.41666%, 59 periods (5 years - 1 month) = 66.72805

the future value of your account = 12,500 x 66.72805 = 834,100.63 which is more than the cost of the MBA

4. If you are given an option to invest at the 10% saving rate with monthly compounding or 10.5% semiannual compounding, which would you chose?

I would choose the 10.5% semiannual compounding because the effective interest rate is higher.

the effective interest rate of investing at 10% compounded monthly = (1 + 10%/12)¹² - 1 = 10.47%

the effective interest rate of investing at 10.5% compounded semiannually = (1 + 10.5%/2)² - 1 = 10.77%

8 0

3 years ago