Starting from a steady state with greater capital than the Golden Rule, a decrease in the saving rate results in a decline in investment.
<h3>What is the definition of the golden rule?</h3>
The Golden Rule instructs people to make decisions for others based on their own personal preferences. Putting yourself in another person's shoes or "doing unto others as you would have them do unto you" are two common definitions of the Golden Rule (Baumrin 2004).
The golden rule would advise us to release someone who has been convicted of a crime and given a prison sentence, for instance, because we would not want to go to prison ourselves. This holds true even if we use the platinum rule because it's likely that the prisoner would choose to stay out of jail or prison.
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Answer:
$18,000
Explanation:
Sunk costs refers to a cost that has been expended and cannot be recovered or recouped.
With regards to the above, $18,000 was expended concord by corporations to purchase computers hence cannot be recovered. Therefore, it is a sunk cost.
Answer:
Beaver Construction
1. Journal Entry:
April 1, 2015:
Debit Equipment $50,400
Credit Cash Account $50,400
To record the purchase of new equipment for cash.
2. December 31, 2015:
Debit Depreciation Expense-Equipment $5,400
Credit Accumulated Depreciation - Equipment $5,400
To record the depreciation expense for the period.
3. Adjusted balances of Accumulated Depreciation and Depreciation Expense at December 31, 2015:
a) Accumulated Depreciation - Equipment
Beginning balance $0
Depreciation Expense $5,400
Ending balance $5,400
b) Depreciation Expense-Equipment $5,400
Explanation:
The depreciation expense for equipment is $5,400 ($600 x 9) since the depreciation charge for each month is $600. The equipment was used from 9 months from April 1 to December 31 in 2015. This implies that only $5,400 will be charged to Income Statement for the period.
Answer:
Amount after 15 years = 183255.011
Explanation:
Below is the calculation to find the amount after 15 years:
Annuity amount or early deposited amount = $5200
Time period = 15 years
Interest rate = 11.3 %
Now we have to find the amount after 15 years:
Amount after 15 years = Annuity [((1 + r)^n - 1) / r ]
Amount after 15 years = 5200 [((1 + 11.3)^15 - 1) / 11.3% ]
Amount after 15 years = 183255.011
