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Juli2301
16 days ago
7

RajDee Furniture Company (RFC) buys and sells office furniture. The company buys chairs from a manufacturer for $40 per unit. Or

der costs are $200 per order and there is a lead time of 10 days for each order to arrive from the manufacturer to RFC warehouse. Inventory carrying cost for RFC is 10%. Average yearly demand for the chairs is 40,000 units. Answer the following questions, assuming there is no uncertainty at all about the demand or the lead time.1) How many units should RFC order each time?2) What would average inventory be if RFC orders this quantity every time?3) If average lead time went up from 10 to 15 days, what will happen to EOQ?
Business
2 answers:
stepan [3K]16 days ago
8 0
(i) The units to be ordered each time: 2,828 units. (ii) Average inventory will be 1,414 units. (iii) With an increase in lead time, the minimum stock requirements will be less than the EOQ, thus extending lead time won't alter the EOQ.
Nady [2.9K]16 days ago
5 0
The findings are as follows: (1) Re-order level set at 600,000 units, (2) Average stock maintained at 21,000 units, and (3) EOQ will be lowered as it will postpone the availability of goods for use. Explanation: Demand stands at 40,000 units annually. The cost associated with ordering is $200 for each request. The cost for carrying inventory amounts to 10% of $40, resulting in $4. The formula for EOQ is EOQ = √(2DCO / CC), with CO being the cost per order, D being the annual demand, and CC being the annual carrying cost per item. Thus, EOQ = √(2 × 40,000 × 200/4) = √(16,000,000/4) = √4,000,000 = 2,000 units. (1) The re-order level is determined by Maximum usage × Maximum lead time, which equals 40,000 × 15, yielding 600,000 units. (2) The average stock calculation follows Maximum stock level plus Minimum stock level divided by 2, resulting in (40,000 + 2000)/2 = 42,000/2 = 21,000. (3) The EOQ will decrease as it will delay the readiness of the goods for use.
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Explanation:

An increase in income by 10 percent results in a 15% reduction in the demand for macaroni and cheese without any change in price. This suggests that macaroni is indeed an inferior good with zero price elasticity of supply.

Inferior goods experience lower demand as incomes rise, supported by the observation that ‘’A 10 percent increase in income leads to a 15% decrease in the quantity of macaroni demanded’’.

In terms of price elasticity of supply, a value of zero indicates that the supply amount remains unchanged regardless of price fluctuations: the supply is "fixed". The original scenario states there was ''no change in the price of macaroni,'' indicating that the elasticity of supply in this situation is zero.

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The response is "Option A, C, D, E, and F".

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Answer: $25,000 after 12 years = 25,000*(1.09)^12= $70,316

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Explanation:

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