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ryzh [129]
3 years ago
15

Consider a product with a daily demand of 400 units, a setup cost per production run of $100, a holding cost per unit of $24.00,

and an annual production rate of 292,000 units. The firm operates and experiences demand 365 days per year.
a. What is the Production Order Quantity?

b. What is the max inventory on hand?

c. What is the average inventory?

d. What are the total holding costs?

e. What does it cost to manage the inventory?
Business
1 answer:
Sedaia [141]3 years ago
8 0

Answer:

a 1,560 units

b 780 units

c 390 units

d $18,720

e $9,360

Explanation:

Given that;

Production = 292,000

Daily demand , d = 400

Annual demand , D = 400 × 365 = 146,000

Production rate , P = 292,000 ÷ 365 = 800

Set up cost , Cs = $100

Holding cost , Ch = $24

a. What is the production order quantity

= √2 * D * Cs / CH × (p / p - d)

= √ 2 * 146,000 * 100/24 × (800/800-400)

= √1216666.6667 × 2

= √2433333.3334

= 1559.91

=1,560 units approximated.

b. What is the maximum inventory on hand

= EPQ × [ 1 - (d÷p) ]

= 1,560 × [ 1 - (400 ÷ 800) ]

= 1,560 × 0.5

= 780 units

c. What is the average inventory

= Maximum inventory ÷ 2

= 780 ÷ 2

= 390 units

d. What are the total holding costs

= EOQ/2 * Holding cost

= 1,560/2 * 24

= 780 *24

= $18,720

e. What does it cost to manage the inventory

= Holding cost * (Maximum inventory ÷ 2)

= 24 * (780 ÷ 2)

= 24 * 390

= $9,360

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The annual YTM will be 3.07% if the bonds make semiannual payments and sell for 94 percent of par value.

<u>Given data</u>

Coupon rate (CR) = 5.4%

Current price (B0) = 94%

Assuming maturity value (MV) = 100%

Years to maturity (n) = 15.

<h3>What is the Annual YTM?</h3>

YTM = CR + ((MV − B0)/n) / ((MV + B0)/2)

YTM = 5.4% + (100% - 94%)/15) / (100% + 94%)/2)

YTM = 0.054 + (-0.03866666666) / 0.97

YTM = 0.01533333334 / 0.97

YTM = 0.015333 * 2

YTM = 0.030666

YTM = 3.07%

In conclusion, the annual YTM will be 3.07% if the bonds make semiannual payments and sell for 94 percent of par value.

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7 0
2 years ago
Typically, the government limits the quantity of a good that can be bought and sold by: setting a price floor below the equilibr
natka813 [3]

Answer:

Setting a price floor below the equilibrium price.

Explanation:

To begin with, it is essential to understand some key concepts:

1. Price floor - can be regarded as the least price that can be established for a category of products in the market.

2. Price Ceiling, on the other hand, can be regarded as the price cap to ensure price of a commodity does not rise above a certain level.

Essentially, price floor and price ceiling are two elements of price control.

Equilibrium price can be regarded as price at which quantity demanded equals quantity supplied.

Equilibrium price is thus the optimum and best combination of demand and supply that could give an optimum return. Any price short of the equilibrium price is often at the risk of the seller.

Thus, setting a price floor below the equilibrium price is tantamount to reducing the interest of the seller in selling such products. Ultimately, this reduces the amount of goods available in the market, while the demand will be enormous, owing to the lower price floor. The implication is that the quantity that can be bought or sold has been effectively curtailed by the government.

On the other hand, setting price ceiling above the equilibrium price would not achieve the objective of the government. This would only ensure the flooding of commodities in the market, effectively dwarfing the quantity demanded. This is away from the objective of the government as implied in this given question.

7 0
3 years ago
The period manufacturing costs of a company is comprised of $2,000,000 in direct materials, $1,000,000 in direct labor, and $500
shutvik [7]

Answer:

The Direct material cost per unit is = 285.714 per unit

The  Direct labor per unit is= 142.857 per unit

The Overhead cost per unit is  = 71.4285 per unit

Explanation:

Solution

We recall that:

The total direct material= $2000000

The total direct labor= $1000000

The units in products = 7000 units

The total Overheads= $500000

Now,

The direct materials on machinery is = $ 800,000(40%)

The direct labor on machinery  is= $ 600,000(60 %)

The machinery on overheard  is = $ 250,000(50 %)

The direct materials on assembly is  = $ 1200,000

The Direct labor on assembly is  = $ 400,000

The Overhead on assembly  is = $ 250,000

Thus,

The hybrid manufacturing cost statement is represented or shown below

Particular   Machinery (40%)in $     Assembly (60%)in $  Total in $

Now,

Particular = Direct material,

Machinery (40%)in $  = 800000

Assembly 60% in $ = 1200000

Total in $ =2000000

Grand total = 1650000

Particular = labor

Machinery (40%)in $  = 600000

Assembly 60% in $  = 400000

Total in $ = 1000000

Grand total = 1850000

Particulars = Overhead

Machinery (40%)in $ =250000

Assembly 60% in $ = 250000

Total in $ = 500000

Grand total = 3500000

Thus,

The Direct material cost per unit = 2000000/7000 = 285.714 per unit

The  Direct labor per unit = 1000000/700 = 142.857 per unit

The Overhead cost per unit = 500000/7 = 71.4285 per unit

3 0
3 years ago
You are comparing three securities and discover they all have identical Treynor ratios. Given this information, which one of the
Ede4ka [16]

Answer: The correct answer is "D. They earn identical rewards per unit of systematic risk.".

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Hammond Lumber has just changed from prefabricating 8 gazebos to 10 gazebos (units). Their total costs changed from $9,500 to $1
AfilCa [17]

Answer:

MC = 750

Explanation:

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Initial quantity = 8

Final quantity = 10

Initial total cost = $9500

Final total cost = $11000

Marginal cost = Change in total cost / Change in quantity

Change in total cost = 11000 - 9500 = 1500

Change in quantity = 10 - 8 = 2

Marginal cost = Change in total cost / Change in quantity

MC = 1500 / 2

MC = 750

3 0
3 years ago
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