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mixer [17]
3 years ago
7

You are comparing three investments, all of which pay $100 a month and have an interest rate of 8 percent. One is ordinary annui

ty, one is an annuity due, and the third investment is a perpetuity. Which one of the following statements is correct given these three investment options?A) To be the perpetuity, the payments must occur on the first day of each monthly periodB) The ordinary annuity would be more valuable than the annuity due if both had a life of 10 yearsC) The present value of the perpetuity has to be higher than the present value of either the ordinary annuity or the annuity dueD) The future value of all three investments must be equalE) The present value of all three investments must be equal
Business
1 answer:
Ivan3 years ago
6 0

Answer:

c. The present value of the perpetuity has to be higher than the present value of either the ordinary annuity or the annuity due

Explanation:

Considering the following statements:

  • the ordinary perpetuity, the payments must occur on the first day of each monthly period. Hence this statement is incorrect.
  • The ordinary annuity would be more valuable than the annuity due if both had a life of 10 years. Incorrect.
  • In case of perpetuity the times is not limited, hence would get the higher return.
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Step-by-step explanation:

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How can I start building my credit
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Use a credit card and pay off something each month.

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What are the key factor(s) for success in this industry/market
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As a reminder, the 5 Key Success Factors are:
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3 years ago
Petromax Enterprises uses a continuous review inventory control system for one of its SKUs. The following information is availab
SVETLANKA909090 [29]

Answer:

  • Economic order quantity= 1406 units
  • Safety Stock= 630 units
  • Reorder Point= 14130 units

Explanation:

Given Demand D= 78,000units/year

Ordering cost S = $38.00/order

Holding cost H = $3.00unit/year

Average lead time = 9 weeks

Standard deviation of weekly demand = 120 units

a) Economic order quantity:

EOQ = \sqrt{(2*D*S)/H}

EOQ = \sqrt{(2*78000*38)/3}

1405.7 = <u>1406 Units</u>

b)<u> Safety Stock:</u>

Weekly demand = 78000/52 =1500 units

Standard deviation of weekly demand = 120 units

Lead time is 9 weeks

Using the normsinv() in excel the Z value for the desired 96% service level is 1.75

Safety stock = z\sigma _{d}\sqrt{L}

= 1.75*120*\sqrt{9}

= 630 units

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= lead time * weekly demand + saftey stock

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8 0
3 years ago
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Answer:

The answer is stated below:

Explanation:

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