All categories

3 years ago

Which of the following statements is true about pension funds?

2 answers:

8 0

C) They are income distributed only to retirees who have worked a certain amount of years. A pension plan provides for future retirement income based on the employee's earnings and length of service with the company. This type of pension plan is termed as a defined benefit plan.

zubka84 [21]3 years ago

8 0

They are income distributed only to retirees who have worked a certain amount of years.---- gradpoint

You might be interested in

Bruce Corporation makes four products in a single facility. These products have the following unit product costs: Products A B C

Vitek1552 [10]

Answer:

Bruce Corporation

Minutes of Grinding Machine Time required to satisfy demand for all four products:

Total Grinding Machine Time

Product A = 4.10 minutes * 4,300 demand units = 17,630 minutes

Product B = 5.60 minutes * 4,300 demand units = 24,080 minutes

Product C = 4.60 minutes * 3,300 demand units = 15,180 minutes

Product D = 3.70 minutes * 2,300 demand units = 8,500 minutes

Total = 65,400 minutes

Explanation:

The total minutes of Grinding Machine Time required to satisfy monthly demand for each product is calculated by multiplying the units demanded by the grinding minutes per unit.

This gives total minutes required for each product. Then, when they are summed, the total Grinding Machine Time is obtained.

This total can be compared to the total available minutes per month of 53,900 to obtain the additional minutes required above the minutes available in order to satisfy the products' demands.

8 0

2 years ago

An investor is in a 30% combined federal plus state tax bracket. If corporate bonds offer 9% yields, what yield must municipals

Yuki888 [10]

Answer:

0.063 or 6.3% (or more)

Explanation:

Given:

Combined Tax Bracket = 30% = 30/100 = 0.30

Yields of corporate Bonds = 9% = 9/100 = 0.09

Yield to Shift Investors to choose municipal bonds = ?

Calculation:

Yield from corporate bond = (After tax yield) x Yield rate of corporate Bonds

= (0.70) x (0.09)

= 0.063 or 6.3%

Working note:

After tax yield = (1 - tax rate )

After tax yield = (1 - 0.30 )

After tax yield = (0.70)

so, they must give 6.3% yield

7 0

3 years ago

During the last few years we have seen a rise in the production of natural gas in the United States. This lead to a decline in t

antoniya [11.8K]

Answer: The correct answer is "B. The quantity demanded of oil decreased".

Explanation: The statement "B. The quantity demanded of oil decreased" is incorrect in describing this scenario because a change in the quantity demanded would be caused by a change in the price, in this case the price of oil remained more or less the same, therefore the change is in demand, and is produced at the price of a substitute good (natural gas) low.

5 0

2 years ago

Suppose that the required reserve ratio is 10 percent and you withdraw $25,000 from Comerical Bank.

exis [7]

The total decrease in deposits in the banking system is $250,000.

<h3>What is total decrease in deposits?</h3>

Reserve ratio is the percentage of deposits that is required of commercial banks to keep as reserves.

Decrease in deposits = amount withdrawn / required reserve ratio

$25,000 / 0.1 = $250,000

To learn more about reserve ratio, please check: brainly.com/question/6831267

#SPJ1

4 0

1 year ago

Case Study: Assume that are the financial manager of a company, which is considering a

krok68 [10]

Answer:

Explanation:

The calculation can be done using sensitivity analysis

The sensitivity analysis is done as follows:

Scenario NPV Deviation in NPV from orignial scenario % depletion

Original 6140513

Unit sale decreases by 10% 5286234 -854279 13.91%

Price per unit decreases by 10% 2894254 -3246259 52.87%

Variable cost per unit increases 10% 5286234 -854279 13.91%

Cash fixed cost per year increases by 10% 6062851 -77662 1.26%

Calculation of original NPV

Sales (350000 * 22) 7700000

Less: Variable cost (350000 * 11) -3850000

Less: Fixed cost -350000

Less: Depreciation [(2000000 - 200000) / 4] -450000

Profit before tax 3050000

Less: Tax at 30% -915000

Profit after tax 2135000

Add: Depreciation 450000

Cash flow after tax 2585000

0 1 2 3 4

Initial investment -2000000

Working capital -600000

Cash flow after tax 2585000 2585000 2585000 2585000

Working capital released 600000

Residual value 200000

Net cash flows -2600000 2585000 2585000 2585000 3385000

PVF at 10% 1 0.9091 0.8264 0.7513 0.6830

Present value -2600000 2350000 2136364 1942149 2312001

NPV 6140513

Calculation of NPV when unit sales decrease by 10%

Sales (315000 * 22) 6930000

Less: Variable cost (315000 * 11) -3465000

Less: Fixed cost -350000

Less: Depreciation [(2000000 - 200000) / 4] -450000

Profit before tax 2665000

Less: Tax at 30% -799500

Profit after tax 1865500

Add: Depreciation 450000

Cash flow after tax 2315500

0 1 2 3 4

Initial investment -2000000

Working capital -600000

Cash flow after tax 2315500 2315500 2315500 2315500

Working capital released 600000

Residual value 200000

Net cash flows -2600000 2315500 2315500 2315500 3115500

PVF at 10% 1 0.9091 0.8264 0.7513 0.6830

Present value -2600000 2105000 1913636 1739669 2127928

NPV 5286234

Calculation of NPV when price per unit decrease by 10%

Sales (350000 * 19.8) 6237000

Less: Variable cost (350000 * 11) -3850000

Less: Fixed cost -350000

Less: Depreciation [(2000000 - 200000) / 4] -450000

Profit before tax 1587000

Less: Tax at 30% -476100

Profit after tax 1110900

Add: Depreciation 450000

Cash flow after tax 1560900

0 1 2 3 4

Initial investment -2000000

Working capital -600000

Cash flow after tax 1560900 1560900 1560900 1560900

Working capital released 600000

Residual value 200000

Net cash flows -2600000 1560900 1560900 1560900 2360900

PVF at 10% 1 0.9091 0.8264 0.7513 0.6830

Present value -2600000 1419000 1290000 1172727 1612526

NPV 2894254

Calculation of NPV when variable cost per unit increases 10%

Sales (350000 * 22) 7700000

Less: Variable cost (350000 * 12.1) -4235000

Less: Fixed cost -350000

Less: Depreciation [(2000000 - 200000) / 4] -450000

Profit before tax 2665000

Less: Tax at 30% -799500

Profit after tax 1865500

Add: Depreciation 450000

Cash flow after tax 2315500

0 1 2 3 4

Initial investment -2000000

Working capital -600000

Cash flow after tax 2315500 2315500 2315500 2315500

Working capital released 600000

Residual value 200000

Net cash flows -2600000 2315500 2315500 2315500 3115500

PVF at 10% 1 0.9091 0.8264 0.7513 0.6830

Present value -2600000 2105000 1913636 1739669 2127928

NPV 5286234

Calculation of NPV when cash fixed cost per year increases by 10%

Sales (350000 * 22) 7700000

Less: Variable cost (350000 * 11) -3850000

Less: Fixed cost -385000

Less: Depreciation [(2000000 - 200000) / 4] -450000

Profit before tax 3015000

Less: Tax 30% -904500

Profit after tax 2110500

Add: Depreciation 450000

Cash flow after tax 2560500

0 1 2 3 4

Initial investment -2000000

Working capital -600000

Cash flow after tax 2560500 2560500 2560500 2560500

Working capital released 600000

Residual value 200000

Net cash flows -2600000 2560500 2560500 2560500 3360500

PVF at 10% 1 0.9091 0.8264 0.7513 0.6830

Present value -2600000 2327727 2116116 1923742 2295267

NPV 6062851

3 0

3 years ago