Answer:
Information richness.
Explanation:
<u>Information richness</u> is the amount of information a communication medium can carry and the extent to which the medium enables the sender and receiver to reach a common understanding. This is the correct answer to your question.
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Kyle.
The amount of annual depreciation by the straight-line method is $18,800.
<h3>Annual depreciation</h3>
a. Annual depreciation
Annual depreciation=[($80,000 - $4,800) ÷ 4]
Annual depreciation=$18,800
b. Annual depreciation
Year 1 Annual depreciation= 10% × $80,000
Year 1 Annual depreciation = $8,000
Year 2 Annual depreciation= 10% × ($75,000 - $7,500)
Year 2 Annual depreciation = $7,520
Therefore the amount of annual depreciation by the straight-line method is $18,800.
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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:
Ending inventory= $5,592.45
Explanation:
Giving the following information:
Mar. 1: Beginning inventory= 1,090 units at $7.25
Mar. 10: Purchase: 510 units at $7.75
Mar. 16: Purchase: 397 units at $8.35
Mar. 23: Purchase: 510 units at $9.05
First, we need to calculate the number of units in ending inventory:
Ending inventory in units= total units - units sold
Ending inventory in units= 2,507 - 1,880= 627
Under FIFO (first-in, first-out), the ending inventory is composed of the cost of the last units bought.
Ending inventory= 510*9.05 + 117*8.35= $5,592.45