Answer:
the net book value of the asset halfway through its useful life will be less than if straight-line depreciation is used.
Explanation:
Let me use an example to illustrate this.
An asset has a useful life of 4 years. It costs $1000. It has a salvage value of 0
If the straight line depreciation method is used , the depreciation expense every year = $1000/ 4 = $250
The net book value halfway through its useful life = $1000 - ($250 x 2) = $500
If double declining method is used, the depreciation expense in the first year would be = 2/4 x $1000 = $500
The net book value at the beginning of year 2 = $1000 - $500 = $500
Depreciation expense in year 2 = 2/4 x $500 = $250
The net book value at the beginning of year 3 = $500 - $250 = $250
We can see that the net book value halfway through the useful is lower when double declining depreciation method is used
Answer:
Annual deposit = $4100
Explanation:
Annual deposit = $4100
Number of years for retirement = 30 years
Future value of money = $1000000
Interest rate = 12%
Now use the below formula to find the annuity amount.
Annual deposit = Future value (A/F, r, n)
Annual deposit = 1000000 (A/F, 12%, 30)
Annual deposit = 1000000(0.0041)
Annual deposit = $4100
E. Individuals in the country may pursue their own economic growth and self-interest by doing whatever is best for them
Explanation:
Answer:
C) a reduction in the saving rate will have an ambiguous effect on (C/N)*
Explanation:
The steady state consumption refers to the difference between how capital wears out or depreciates vs total output. In order to keep a steady state consumption, the savings rate (which equals investment) must be enough to replace any worn out or completely depreciated capital.
Since the consumption rate is already higher than the steady state consumption, the effect of a decrease in the savings rate is ambiguous. Every dollar earned by a household is either spent or saved, and in order for savings to decrease, spending must increase.
But in this case, the spending level is already too high. A decrease in savings should increase consumption but the effects of the increase in the capital labor ratio and the per capita consumption are not certain.
