Answer:
Shoe-leather Costs.
Explanation:
In this scenario, Bob manages a grocery store in a country experiencing a high rate of inflation. He is paid in cash twice per month. On payday, he immediately goes out and buys all the goods he will need over the next two weeks in order to prevent the money in his wallet from losing value.
What he can't spend, he converts into a more stable foreign currency for a steep fee. This is an example of the Shoes-leather costs of inflation.
A Shoe-leather costs refers to the costs of time, energy and effort people expend to mitigate the effect of high inflation on the depreciative purchasing power of money by frequently visiting depository financial institutions in order to minimize inflation tax they pay on holding cash.
Metaphorically, it ultimately implies that in order to protect the value of money or assets, some people wear out the sole of their shoes by going to financial institutions more frequently to make deposits.
Hence, Bob is practicing a shoe-leather cost of inflation so as to reduce the nominal interest rates.
Answer:
Explanation:
Forecast usage = 50 %
Actual Usage = 52%
smoothing constant = 0.10
⇒ 50 + 0.10 (52 - 50)
⇒ 50 + 0.10 (2)
⇒ 50 + 0.2 = 50.20
Answer: $132,000
Explanation:
Oscar's new basis on the building will be the basis of the old building plus any additional investment he added.
This is the because there is no gain on the $140,000 he received because it was an Involuntary Conversion amount and he reinvested it into another building within a period of 2 years.
As there is no gain, the building will retain it's original basis but will add any amount outside the involuntary replacement cost of the building.
The Additional basis will be,
= Cost of building - Insurance
= 142,000 - 140,000
= $2,000
The Basis for the new building is,
= 130,000 + 2,000
= $132,000
Answer:
The answer is E. $24,000
Explanation:
Straight line depreciation method equals
Cost of asset - salvage value / number of years.
Cost of asset is $135,000
Salvage value is $15,000
Number of years is 5 years
$135,000 - $15,000/5 years
$120,000/5 years
=$24,000
Straight line method of depreciation has equal amount all through the year.
The first year through it end life.
Therefore, machines' first year depreciation under the straight-line method is $24,000
If the consumer expected price increase for any reason in such good he will buy it before the time he expects to apply for that increase.
