Answer: The investment is written down to fair value, and only the credit loss component of the impairment loss is recognized in net income.
Explanation: The fair value of the debt is simply its value if you adjust the price of the debt so that a buyer would be earning the market rate of interest. If the fair value of a debt investment that is classified as an available-for-sale investment declines for a reason that is viewed as "other than temporary" because the company has incurred a credit loss on the investment then the investment is written down to fair value, and only the credit loss component of the impairment loss is recognized in net income.
Answer:
The correct answer is A
Explanation:
The formula to compute the present value interest factor using excel is as:
= 1/(1+r)^ n
where
r is the rate
n is number of years
So, in case of A,
The present value interest factor is:
= 1/(1+0.06)^5
= 0.74725
In case of B,
The present value interest factor is:
= 1/(1+0.06)^8
= 0.62741
In case of C,
The present value interest factor is:
= 1/(1+0.06)^10
= 0.55839
In case of D,
The present value interest factor is:
= 1/(1+0.08)^5
= 0.68058
In case of E,
The present value interest factor is:
= 1/(1+0.08)^10
= 0.46319
Therefore, it is highest in option A.
Answer:
So the depreciation in year 1 is $95,000
Explanation:
Depreciation is the accounting method that is used to allocate cost of an asset over its useful life. It is assumed that an asset losses values over a period and the salvage or terminal value is the value of the good after its useful life has ended.
Straight line method of depreciation assumes equal allocation of depreciation expense over the useful life of an asset.
In the given the asset value is $570,000 and the terminal value is $0
Using the formula
Depreciation= (Value of asset- Salvage value)/Number of useful years
Depreciation= (570,000-0)/6
Depreciation= $95,000 paid equally for 6 years
So the depreciation in year 1 is $95,000
Answer:
Private Savings + (Imports – Exports) = Investment + (Government Spending – Tax)
Explanation:
This relationship expressed in the equation above is a macro economy equation which is correct and implies that the quantity supplied of financial capital is equal to the quantity demanded of financial capital.
Supply of financial capital is represented by "Private Savings + (Imports – Exports)", while the demand for financial capital is represented by "Investment + (Government Spending – Tax)".
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