Answer:
1. Margin = 8%
2. Turnover = $7,500,000
3. Return on Investment = 12%
Explanation:
Sales for the year = $7,500,000
Net Operating Income = $600,000
Average Operating Assets = $5,000,000
1. Therefore, Margin = ( Net operating Income/Total Sales ) 
100 = 8%
2. Turnover = Sales for the period = $7,500,000
3. Return on Investment = Net Income/Average Operating assets
= $600,000/$5,000,000 = 12%
What is the difference between marginal values and average values? Marginal values show the additional benefit or cost from consuming an additional unit of a good, while average values are the benefit or cost per unit of a good. When finding the marginal value a marginal analysis is conducted to figure out at what value a person will receive another benefit from making another purchase or consumption of a good or service.
The question is incomplete. Here is the complete question.
Caribou Gold Mining Corporation is expected to pay a dividend of $6 in the upcoming year. Dividends are expected to decline at the rate of 3% per year. The risk-free rate of return is 5%, and the expected return on the market portfolio is 13%. The stock of Caribou Gold Mining Corporation has a beta of .5. Using the constant-growth DDM, the intrinsic value of the stock is _________. A. $150 B. $50 C. $100 D. $200
Answer:
$50
Explanation:
Caribou Gold mining corporation is expected to make a dividend payment of $6 next year
Dividend are expected to decline at a rate of 3%
= 3/100
= 0.03
The risk free rate of return is 5%
= 5/100
= 0.05
The expected return on the market portfolio is 13%
= 13/100
= 0.13
The beta is 0.5
The first step is to calculate the expected rate of return
= 0.05+0.5(0.13-0.05)
= 0.05+0.5(0.08)
= 0.05+0.04
= 0.09
Therefore, the intrinsic value of the stock using the constant growth DDM model can be calculated as follows
Vo= 6/(0.09+0.03)
Vo= 6/0.12
Vo= $50
Hence the intrinsic value of the stock is $50
Answer:
The correct option is debit of $2040 to Loss on Bond Redemption
Explanation:
The unamortized premium on the bonds at redemption date=carrying value-face value
carrying value is $829,960
face value is $800,000
unamortized premium=$829,960-$800,000=$29,960
cash paid on redemption=$800,000*104%=$832,000.00
The appropriate entries would a credit to cash of $ 832,000 while face value is debit to bonds payable and also the unamortized premium is debited to premium on bonds payable
loss on retirement=$832,000-$829,960=$2040
The loss is debited to loss on bond redemption
