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Fudgin [204]
1 year ago
15

Bill and Bob are both 25 years old today. Each wants to begin saving for his retirement. Both plan on contributing a fixed amoun

t each year into brokerage accounts that have annual returns of 12 percent. Both plan on retiring at age 65, 40 years from today, and both want to have $3 million saved by age 65. The only difference is that Bill wants to begin saving today, whereas Bob wants to begin saving one year from today. In other words, Bill plans to make 41 total contributions (t = 1, 2,.. 40).
How much more than Bill will Bob need to save each year in order to accumulate the same amount as Bill does by age 65?

Business
1 answer:
faust18 [17]1 year ago
6 0

Please find attached full question

Answer and Explanation:

Answer and explanation attached

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For product W, a firm has an annual holding cost percentage of 20%, an ordering cost of $110 per order, and annual demand of 15,
Rudiy27

Answer:

812.40 units

Explanation:

Given that,

Annual holding cost percentage = 20%

Ordering cost = $110 per order

Annual demand = 15,000 units

Units Ordered - Price Per Unit

1-250 - $30.00

251-500 - $28.00

501-750 - $26.00

751 and up - $25.00

Optimal order quantity:

= \sqrt{\frac{2\times Annual\ demand\times Cost\ per\ order}{Holding\ cost} }

= \sqrt{\frac{2\times 15,000\times 110}{25\times0.2} }

= \sqrt{\frac{3,300,000}{5} }

= 812.40

Therefore, the optimal order quantity is 812.40 units.

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Answer would be A for this
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Answer:

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