Answer:
From zero to 33 boats option B would be best
Explanation:
Assuming the first alternative (A)is 250,000 fixed and 500 per boat
second (B) 2,500 cost per boat
and third (C) 50,000 fixed and 1,000 cost per boat
We want' to know at which level B would be the best option
we want to know when alternative C or A have a cost of 2,500 or lower:
A:
Q = 125
From this point, as fixed cost will be distribute among more units, the cost will decrease meaking C better than B
C:
Q = 33.33
From this point, as fixed cost will be distribute among more units, the cost will decrease meaking A better than B
From zero to 33 boats option B would be the best of the three options
Answer:
the marginal revenue from selling the fifth unit is
$25
Explanation:
Perfect competition is market structure in which the following information:
All firms sell an identical product .
All firms are price takers , cannot influence the market price .
Market share has no influence on prices.
Buyers have complete informationabout the product being sold and the prices .
Resources for such a labor are perfectly mobile.
Firms can enter or exit the market without cost
Answer:
May 2 No entry is required as the transaction is yet to happen
May 7 DR Accounts Receivable $1,200
CR Tour Revenue $1,200
May 9 DR No entry required
May 15 DR Sales Allowance (1,200 * 30%) $360
CR Accounts Receivable $360
May 20 DR Cash $789.60
DR Sales Discount $50.40
CR Accounts Receivable $840
Working
Accounts Receivable = 1,200 - 360 sales allowance = $840
Sales Discount = 840 * 6% discount = $50.40
Cash = 840 - 50.40 = $789.60
b. Net Revenues
= Revenue - Sales allowance - Sales discount
= 1,200 - 360 - 50.40
= $789,60
c. Partial Income Statement
Tour Revenues $1,200
Less:
Sales Allowance $360
Sales Discount <u> $50.60 </u>
<u> ($410.60)</u>
Net Tour Revenue $789.40
Answer: $4,375
Explanation:
Annual Depreciation at end of year 5 is the same as every year as this is classical straight line depreciation.
= (Cost - Salvage value) / Useful life
= (40,000 - 5,000) / 8
= $4,375
Answer:
9.49%
Explanation:
Internal rate of return is the discount rate that equates the after-tax cash flows from an investment to the amount invested
IRR can be calculated with a financial calculator
Cash flow in year 0 = $190,100
cash flow each year from year 1 to 5 = $49,500
IRR = 9.49%
To find the IRR using a financial calculator:
1. Input the cash flow values by pressing the CF button. After inputting the value, press enter and the arrow facing a downward direction.
2. After inputting all the cash flows, press the IRR button and then press the compute button.
