Answer:
The correct answer is $57.
Explanation:
According to the scenario, the computation of the given data are as follows:
Dividend = $11.40
Growth rate = -0.05
Required rate of return = 0.14
So, we can calculate the price by using following formula:
Price = Dividend × ( 1 + Growth rate) ÷ ( return rate - growth rate)
By putting the value, we get
= $11.4 × ( 1 - 0.05) ÷ ( 0.14 + 0.05)
= $57
Answer:
a
Depreciation Expense $2,112 (debit)
Accumulated Depreciation $2,112 (credit)
b.
Cash $13,860 (debit)
Accumulated Depreciation $13,200 (debit)
Machinery at Cost $26,400 (credit)
Profit and loss $660 (credit)
Explanation:
a.
2021 Depreciation Expense calculation
Depreciation Expense = $3,168 × 8 /12
= $2,112
Therefore total accumulated depreciation will be :
Accumulated depreciation = $11,088 + $2,112
= $13,200
b.
The following happen when the asset is sold :
- Derecognize the cost of asset
- Derecognize the accumulated depreciation of the asset
- Recognize the proceeds from sale
- Recognize the profit or loss on the sale of the asset.
The price paid to each factor adjusts to balance the supply and demand for that factor. Because factor demand reflects the value of the marginal product of that factor, in equilibrium, each factor is compensated according to its marginal contribution to the production of goods and services.
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Explanation:</u></h3>
The incremental profit that is being earned for an additional single unit by subtracting the price of the product and all the variable cost that is associated with that product is the marginal contribution. It is the earnings that is obtained in total for paying all fixed expense and also for the profit generation.
The price that is spent for the every factor in order to adjust balancing the supply and demand of that particular factor. This is because of the reason that, the value of the marginal product of any factor is controlled by the demand factor. Thus in an equilibrium state there will be a compensation of each factor based on the marginal contribution to the production of goods and services.
The coupon payments would be made twice every year.
What is coupon payment?
Coupon payment means the cash amount that bondholders would receive from the university(bond issuer) on periodic basis till the bond matures, it is likely that the coupons are payable semiannually or annually as would be determined in this analysis.
The coupon payment is closely related with the coupon rate , which means that in order to determine the number of times in a year that coupons will be paid we can make use of the coupon received, the par value, the coupon rate, such that the frequency of coupon payments would be the unknown as shown below:
coupon receipt=par value*coupon rate/coupon frequency
coupon receipt=$110.25
par value=$5000
coupon rate=4.41%
coupon frequency=unknown(assume it is X)
$110.25=$5,000*4.41%/X
$110.25=$220.50/X
X=$220.50/$110.25
X=2
Coupons would be twice every year, which means semiannual coupon payments
Read more on coupon frequency on:brainly.com/question/16748047
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