Answer:
billable rates
Explanation:
Since in the question it is mentioned that Alice is not sure about the labor rate that used in the project budget so here the billable rate should be used as it refers to the rate that billed for the amount of work done with respect to the project. It is to be charged upon the number of hours worked
Therefore in the given situation, the correct option is third i.e. billable rates and the same is to be considered
When deciding on a labor rate for her project budget, Alice can use billable rates, which are the hourly rates charged to clients for the work performed by employees.
When deciding which labor rate to use in a project budget, Alice can consider using billable rates. Billable rates refer to the hourly rate charged to clients for the work an employee performs. By using the billable rates, Alice can ensure that she includes the cost of labor that directly contributes to generating revenue for the project.
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Answer:
Effect on income= $2 increase per unit
Explanation:
Giving the following information:
A special price of $180 is offered for the export market. The variable production cost is $160 per unit. An additional export tariff of 10% of revenue must be paid for all export products.
We need to calculate the effect on income using the following formula:
Effect on income= sales - unitary variable costs
Effect on income= 180 - (160 + 180*0.1)= $2 increase per unit
Answer:
The answer is D.
Explanation:
Net investment equals Gross investment minus depreciation.
Net investment equals Investment at the beginning of the year minus Investment at the end of the year.
Net investment = $105 million - $100 million.
Net investment = $5million.
Depreciation = 20% of investment at the start of the year
= 20% of $100million
= $20million.
Gross investment is therefore,
$5million + $20million
=$25 million
Answer:
Option D,$25 million is the correct answer.
Explanation:
The net investment formula can be used to compute gross investment by changing the subject of the formula as shown below:
Net investment = gross investment minus depreciation
Net investment =Closing capital stock minus opening capital stock
closing capital stock is $105 million
opening capital stock is $100 million
net investment=$105 million-$100 million=$5 million
Gross investment is unknown
depreciation=opening capital stock* depreciation %
depreciation=$100 million*20%
=$20 million
$5 million=gross investment-$20 million
gross investment =$5 million+$20 million
gross investment =$25 million
Answer:
3.08 years
Explanation:
The computation of the payback period is shown below:
Year Cash flows Cumulative cash flows
0 -$5,500 -$5,500
1 $1,525 -$3,975
2 $1,725 -$2,250
3 $2,125 -$125
4 $1,625 $1,500
Now the pay back period is
= 3 years + $125 ÷ $1,625
= 3.08 years
The payback period of the given cash flows is calculated by subtracting each year's cash inflow from the initial investment until the remaining amount is completely paid off. The payback period is found to be approximately 3.08 years.
The Payback Period is a capital budgeting method that calculates the time required to recoup the cost of an investment. In your case, the cash flow starts with an investment of $5,500 at Year 0, followed by cash inflows in subsequent years. Let's calculate the payback period in years.
At the end of Year 3, there is still $125 remaining from the original investment that has not been recouped. We need a part of the Year 4 cash inflow to pay back the rest. Therefore, the payback period in years is: 3 + ($125 / $1,625) = 3.08 years.
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Answer:
(a)
Preferred stock Dividend = ( 10,000 x 100 ) x 8% = $80,000
Cumulative Dividend
Date Dividend for the year Balance
December 31, 2015 $80,0000 $80,000
December 31, 2016 $80,0000 $160,000
December 31, 2017 $80,0000 $240,000
Payable of $240,000 Dividend will be reported on the Balance Sheet.
(b) Dr. Cr.
Preferred Stock (4,000 x $100) $400,000
Common stock ((4000 x 7) x $10) $280,000
Paid-In Capital in excess of Par - Common share $120,000
(c)
Cash ( 4000 x 107 ) $428,000
Preferred Stock (4000 x $100) $400,000
Paid-In Capital in excess of Par - Preferred share $28,000
It will be reported in balance sheet as follow:
Equity $
Preferred Stock 400,000
Paid-In Capital in excess of Par - Preferred share 28,000
Explanation:
(a) Last dividend was paid on December 31, 2014, the subsequent 3 years are outstanding until December 31, 2017, so the total payable dividend is $240,000 which will be reported on Balance sheet.
(b) 4000 preferred shares on par value are converted to 7 common shares each at $10 par value.
(c) Preferred stock issued @ $107 will be reported as Preferred stock of $400,000 and Paid-In Capital in excess of Par - Preferred share of $28,000.
Answer:
$3,500
Explanation:
The computation of Dorothea's recomputed gain is shown below:-
Particulars Amount
Initial Sale price $92,000
Less: Adjusted Cost of Home ($95,000)
Less: Original Sale Expenses ($1,150)
Loss from 1st-time sale $4,150
Resold sale price $100,000
Less: Repossessed Cost ($87,000)
Less: Improvements Costs prior to
Resale ($1,100)
Less: Repossession Costs ($2,900)
Less: Resale Expenses ($1,350)
Gain from Resale of Home $7,650
Less: Loss from 1st-time sale ($4,150)
Gain from Resale of Home $3,500
Answer:
Interest paid each year = 5% of 1000 = $50
$1000 is to be paid at the end of 10 years.So payment each year = pmt(rate,nper,pv,fv) where rate = 0.04,nper=10 and fv =1000.
Payment into the fund =pmt(0.04,10,0,1000) = $83.29 each year
Value of the sinking fund at the end of the 4th year =pv(rate,nper.pmt) =pv(0.04,4,83.29) = 302.34
Interest earned by sinking fund in year 5 = 0.04*302.34 = 12.09
Interest on loan in 5th year = $50
So difference between the interest payment on the loan and the interest earned by the sinking fund in the fifth year. = 50-12.09 = 37.91 = $38 (to nearest whole number)