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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Where its triangle which takes into account a basic design like economic structure etc....
Answer:
a. keep producing in the short run but exit the market in the long run.
Explanation:
To answer the question, there is a need to look at the effect of the situation on the firm both in the short- run and the long-run
Short Run Effect
The Marginal cost is between average variable cost and average total cost. The business can still continue producing goods because the quantity being produced is still able to cover the average variable cost. This means that the firm is still able meet its variable costs by setting the price of its goods to its marginal cost which is an amount greater than its average variable cost.
Long Run Effect
However, in the long-run the company will begin to have issues even meeting other important costs such as the fixed costs associated with production and as such, the firm will need to exit the market in the long run. For instance the cost of long term loans (principal and interest) may not be covered by the net income of the firm.
Answer:
$864
Explanation:
Double-declining-balance charges a higher depreciation in early years of the asset and lower in the later years using the formula :
Depreciation expense = 2 x SLDP x BVSLDP
Where,
SLDP = 100 ÷ useful life
= 10 %
and
BVSLDP = Cost (1st year) and Book Value (any other year)
therefore,
Year 1
Depreciation expense = 2 x 10 % x $5,400
= $1,080
Year 2
Depreciation expense = 2 x 10 % x ($5,400 - $1,080)
= $864
thus
The depreciation expense for the second-year of its useful life using the double-declining-balance method is $864.
