Answer:
42,51%
Explanation:
Accounting Rate of Return (ARR) = Average Profits / Average Investment
Calculation of Average Profits
Average Profit = Sum of Profits / Number of Years
= (300,000+290,000+240,000×8)/10
= $2,510,000 / 8
= $313,750
Calculation of Average Investment
Average Investment = Initial Investment + Scrape Value / 2
= $1,476,000/2
= $738,000
Accounting Rate of Return (ARR) = $313,750/$738,000×100
= 42,51%
Depreciation by Two Methods A storage tank acquired at the beginning of the fiscal year at a cost of $80,000 has an estimated residual value of $4,000 and an estimated useful life of 20 years. a. Determine the amount of annual depreciation by the straight-line method. $ b. Determine the amount of depreciation for the first and second years computed by the double-declining-balance method. Do not round the double-declining balance rate. If required, round your answers to the nearest dollar.
Answer:
a. Annual depreciation = $3,800
b. First year depreciation is $8,000' while second year depreciation is $7,200.
Explanation:
a. Determine the amount of annual depreciation by the straight-line method.
Depreciable amount = $80,000 - $4,000 = $76,000
Annual depreciation = $76,000 / 20 = $3,800
b. Determine the amount of depreciation for the first and second years computed by the double-declining-balance method. Do not round the double-declining balance rate. If required, round your answers to the nearest dollar.
Straight line depreciation rate = 1 / 20 = 0.05, or 5%
Double declining depreciation rate = 5% * 2 = 10%
First year depreciation = $80,000 * 10% = $8,000
Second year depreciation = ($80,000 - $8,000) * 10% = $7,200
Peggy sells pistachios and almonds at the farmer’s market. She currently prices pistachios at $7 per bag and almonds at $4 per bag. She observes that every hour, 4 people each buy one bag of pistachios and 2 people each buy one bag of almonds. Having surveyed them, she learns that 2 of the pistachio buyers would be willing to pay $2 for the bag of almonds while the other two would only be willing to pay $1. Both almond buyers would be willing pay $5 for the bag of pistachios. Suppose Peggy decides to sell a bundle containing one bag of pistachios and one bag of almonds in addition to selling them separately. What price should she charge for the bundle in order to maximize revenue?
Answer:
The price she should charge for the bundle in order to maximize profit is 9
Explanation:
Solution
The total pistachios sold = 7 * 2 =14
The total almonds sold is = 4*1 = 4
So,
The total of both pistachios and almonds = 14 + 4 + 18
Thus,
we solve for getting average of the two which is:
Getting the average of the two in the bundle = 18/2
=9
Therefore p =9
A domestic manufacturer of watches purchases quartz crystals from a Swiss firm. The crystals are shipped in lots of . The acceptance sampling procedure uses randomly selected crystals. a. Construct operating characteristic curves for acceptance criteria of , , and (to 4 decimals). b. If is and , what are the producer's and consumer's risks for each sampling plan in part (a) (to 4 decimals)? c At Producer's Risk At Consumer's Risk
Answer:
The curve and calculation are attached below
Suppose Mr. Lane just bought a share of BlueWind Co., a renewable energy startup. BlueWind promises to pay Mr. Lane $18 in dividends for one year and then the firm will shut down. Suppose that the liquidation value of the share is $3, and the rate of time preference is 5%. Then, according to the single-period dividend discount model, the present value of the cash payment received by Mr. Lane in one year would be
Answer:
The present value of the cash payment is $20
Explanation:
The present value of cash payment receivable by Mr Lane in one year's time is the today's equivalent amount of the dividend of $18 as well as the liquidation value of $3.
The present value is the total cash inflows multiplied by the discount factor
discount factor=1/(1+r)^n
where is the rate of time preference of 5%'
n is 1 i.e in one year's time
total cash inflows=$18+$3=$21
discount factor =1/(1+5%)^1=0.95238
present value of cash payment=0.95238*$21=$20
Which of the following statement(s) is(are) true regarding municipal bonds? I) A municipal bond is a debt obligation issued by state or local governments. II) A municipal bond is a debt obligation issued by the federal government. III) The interest income from a municipal bond is exempt from federal income taxation. IV) The interest income from a municipal bond is exempt from state and local taxation in the issuing state.
Answer:
I, III and IV Only.
Explanation:
A municipal bond is explained to be a debt obligation issued by a nonprofit organization, a private-sector corporation or another public entity using the loan for public projects such as constructing schools, hospitals and highways.
A municipal bond is categorized based on the source of its interest payments and principal repayments. A bond can be structured in different ways offering various benefits, risks and tax treatments. Income generated by a municipal bond may be taxable.
Answer: I) A municipal bond is a debt obligation issued by state or local governments.
III) The interest income from a municipal bond is exempt from federal income taxation.
IV) The interest income from a municipal bond is exempt from state and local taxation in the issuing state.
Explanation:
A municipal bond is usually a debt security issued by a state, or local government to finance its capital expenditures, which usually includes the construction of Roads, Bridges or Institutions( schools ). They can be considered as loans that an investor gives to local governments. This kind of bonds are exempted from federal taxes and most state and local taxes, Which makes them very attractive to interested individuals who are on high income tax brackets.
Brownley Company has two service departments and two operating (production) departments. The Payroll Department services all three of the other departments in proportion to the number of employees in each. The Maintenance Department costs are allocated to the two operating departments in proportion to the floor space used by each. Listed below are the operating data for the current period: Service Depts. Production Depts. Payroll Maintenance Cutting Assembly Direct costs $ 20,400 $ 25,500 $ 76,500 $ 105,400 No. of personnel 15 15 45 Sq. ft. of space 10,000 15,000 The total cost of operating the Maintenance Department for the current period is:
Answer:
The total cost of operating the Maintenance Department for the current period is $29,580
Explanation:
In order to calculate The total cost of operating the Maintenance Department for the current period we would have to calculate first the Overhead allocated to Maintenance from Payroll department as follows:
Overhead allocated=Payroll overhead×(Maintenance payroll personnel/Total personnel)
Overhead allocated=$ 20,400×(15/15+15+45)
Overhead allocated=$4,080
Therefore, to calculate the The total cost of operating the Maintenance Department for the current period we would have to use the following formula:
Total cost of operating Maintenance Department=Overhead allocated+Direct overhead incurred
Total cost of operating Maintenance Department=$4,080+$25,500
Total cost of operating Maintenance Department=$29,580
The total cost of operating the Maintenance Department for the current period is $29,580
