Answer:
For plan A, P = 2.
Then from demand curve, 2 = 11-.1Q
So .1Q = 9
Q* = 90
B) under plan b, P = zero
So make 11 = .1Q
Q* = 110
Now Consumer surplus from a)
CS = .5*(11-2)*90 = ∆ABC
= .5*9*90 = 405
From b)
CS = .5*11*110 - 125 = ∆ ADE - fixed fee
= 605-125 = 480
Answer:
Cash flow from operations will increase by $2,200.
Explanation:
The amount of increase in cash flow from operations can be calculated as follows:
Increase in cash flow from operations = Sales - Increase in accounts receivable + Increase in accounts payable …………… (1)
Sales = $2,500
Increase in accounts receivable = $800
Increase in accounts payable = $500
Substituting the values into equation (1), we have:
Increase in cash flow from operations = $2,500 - $800 + $500 = $2,200
Therefore, cash flow from operations will increase by $2,200.
Answer:
60,000,000
Explanation:
Dye trucking raised $85 million to buy stock
After the recap Dye's stock price is $8.50
Dye share had 70 million share before the recap
Therefore the number of shares present after the recap can be calculated as follows
= 70,000,000-(85,000,000/8.50)
= 70,000,000-10,000,000
= 60,000,000
Hence the number of shares after the recap is 60,000,000
Answer: Profit of $9,000
Explanation:
First find the Cost of goods sold assuming the LIFO was used. 82,000 of the most recent stock will be sold and 4,000 will be taken from the beginning stock to reach 86,000 units.
= (82,000 units * 23) + (4,000 * 20)
= $1,966,000
LIFO liquidation profit(loss):
= (Sales - Cost of Goods sold) * ( 1 - Tax)
Selling price is assumed to be $23 which is cost of recent inventory.
= [(86,000 * 23) - 1,966,000 ] * (1 - 25%)
= 12,000 * 0.75
= $9,000
