Answer:
As the class cost $750 Adie will only take one class because she is not willing to pay $750 for the second, third or fourth class. Also because she is willing to pay $800 for the first class her consumer surplus will be $50(800-750)
Explanation:
Answer:
18.29%
Explanation:
Return on Equity is the net profit available for equity/ Total equity value.
Total equity = Total assets - Total debt
= $90 million - $55 million = $35 million
Earnings for equity = Annual sales 
net profit margin 4%
= $160 million 4% = 6.4 million
Therefore, return on equity = 
= 
Therefore, ROE = 18.29%
Answer:
See below
Explanation:
See computation of cash flow below
Sales
$1,452,000
Less:
Cost of goods sold
(801,000)
Gross profit
$651,000
Less:
Depreciation
($175,000)
Interest expense
($89,575)
Earnings before tax(EBT)
$386,425
Less:
Tax 35% × $386,425
($135,249)
Add:
Depreciation
$175,000
Cash flow
$426,176
Therefore, cash flow to investors from operating activities is $426,176
Answer:
Book Value per share is $2.96 and Earnings per share is $1.78
Explanation:
The market-to-book ratio is:
<u>Market Value </u> = 3.31 times
Book Value
The market value of the stock is $9.80 per share. Therefore, to calculate the Book Value, we make the Book Value subject and divide the ratio by Market Value per share:
Book Value per Share = <u>Market Value per share</u>
Market-to-Book ratio
= <u>9.80</u>
3.31
= $2.96
The PE ratio is:
<u> Price </u> = 5.51 times
Earnings
The price of the stock is $9.80 per share. Therefore, to calculate the Earnings per share, we make the Earnings subject and divide the PE ratio by Price of stock:
Earnings per share = <u> Price </u>
PE Ratio
= <u>9.80</u>
5.51
= $1.78
Answer: Bond A = $14,000
Bond B = ₦6,000
Explanation:
We can solve by setting up mathematical equations.
Let A and B be used to express the dollar amounts invested at 8% and 10% respectively.
Capital invested equation becomes A + B = 20,000 - - - - - eq 1
Percentage interest equation becomes 8% of A + 10% of B = 1,720
To remove percentages we multiply through by 100, which gives
8A + 10B = 172,000 - - - - - - eq 2
So we have two simultaneous equations.
To solve, we multiply eq 1 by 10 so by subtraction we can eliminate B, then solve for A. Eq 1 becomes
10A + 10B = 200,000 - - - - eq 3
Subtract eq 2 from eq 3
(10A - 8A) + (10B - 10B) = 200000 - 172000
2A = 28000
A = 28000/2 = $14,000
A + B = 20000 from eq 1
Now A is 14000
14000 + B = 20000
B = 20000 - 14000
B = $6,000
Therefore capital invested is $14000 for bond A and $6000 for bond B
