Consider a town in which only two residents, Hubert and Kate, own wells that produce water safe for drinking. Hubert and Kate can pump and sell as much water as they want at no cost. For them, total revenue equals profit.
The following table shows the town's demand schedule for water,
Quantity Demanded Total Revenue (Dollars per gallon) (Gallons of water) (Dollars) $247.50 $450.00 $607.50 4.00 180 $720.00 $787.50 3.00 270 $810.00 $787.50 2.00 $720.00 $607.50 $450.00 $247.50 (Look at attached image for clearer image)
Answer:
$3, $810
Explanation:
By carefully examining the table above we can infer that Hubert and Kate's profit is maximised at $3 unit price.
The total output at this point is 270 with a total Revenue of $810, implying that they will share the amount equally 810/2= $405 for Kate and $405 for Hubert.
Answer:
Option D (The optimal........capital) would be the right choice.
Explanation:
- The optimal composition of capital would be the one with the lowest average capital structure.
- Such alternatives are meaningless since the optimal capital structure is not reflected by them. Maximizing earnings growth, interest burdens, or equity burdens would not enhance the worth including its shareholder.
Answer:
D$138,000
Explanation:
We know that
Direct material used = Beginning balance of raw material inventory + purchase made during the year - ending balance of raw material inventory
$130,000 = $32,000 + purchase made during the year - $40,000
$130,000 = -$8,000 + purchase made during the year
So, purchase would be
= $130,000 + $8,000
= $138,000
Answer:
Pretax income= $28,000
Explanation:
Giving the following information:
A company produces a product with a contribution margin per unit of $36. The company incurs $62,000 in total fixed costs and expects to sell 2,500 units.
The pretax income is calculated by deducting from the total contribution margin the fixed costs.
Pretax income= 2,500*36 - 62,000= $28,000
Answer:
Option (C) is correct.
Explanation:
Given that,
No. of shares = 200,000
Market value per share = $20 each
Tax rate = 34%
Debt amount = $1,000,000
Market value of firm:
= Market value of equity + (Tax rate × Debt)
= (No. of shares × market value per share) + (Tax rate × Debt amount)
= (200,000 × $20) + (0.34 × $1,000,000)
= $4,000,000 + $340,000
= $4,340,000
= $4.340 million
The firm be worth after adding the debt is $4.340 million.
