Answer:
Company A
The number of items that should be produced in each run to minimize total costs of production and storage is:
= 22,000 units
Explanation:
a) Data and Calculations:
Total annual demand = 550,000 units
Cost per production run = $330
Cost per unit = $5
Storage (holding) cost per item = $0.75
The number of items that should be produced in each run to minimize total costs of production and storage is given by Economic Order Quantity (EOQ) formula
= square root of (2 * 550,000 * $330)/$0.75
= square root of $363,000,000/$0.75
= square root of 484,000,000
= 22,000 units
Answer:
The answer is: Buyers will bid the asset's price down until it equals the present value of income.
Explanation:
As the current asset price is greater than the present value of income, it is overpriced.
So, seller is much willing to sell at this price, however, buyers does not want to buy asset at this price as they only want to purchase it at the price equals to the present value of its income.
So, Buyers will bid the asset's price down until it equals the present value of income which is the level they are willing to buy and also at which the seller is willing to sell also.
Answer:
A) storage cost
Explanation:
Storage cost -
It is the amount spend on the maintenance of the storage or holding of the inventory .
From the question ,
The multinational company , Oreva , pays $100,00 per year to the It firm , i.e. , the information technology firm , so as to maintain and secure all of its data and storage .
hence , from the question ,
The correct term according to the information of the question is A) storage cost .
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Answer: B. consumers who read, hear, or see the message sent by a source during the communication process.
Explanation: Marketing messages receivers as those consumer who will received the marketing messages either by reading it, hear it or see it through a source channel.
These receivers need not to interpret it with their beliefs or promote the message, the aim objective in marketing messages is that receivers gets the message.