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Q1: You have $1,000.00 in an account that earns 8.80% APR quarterly. How much will this be worth 10 years from today? A/ $2,365.97 B/
Q1:
You have $1,000.00 in an account that earns 8.80% APR quarterly. How much will this be worth 10 years from today? | ||||||||||||
A/ $2,365.97 | ||||||||||||
B/ $2,324.28 | ||||||||||||
C/ $2,388.01 | ||||||||||||
D/ $2,403.17 |
Q2:
A common stock has a current dividend of $0.65, an associated return on equity of 10.00% with a divdend payout ratio of 40.00%. Assuming a discount rate of 12.00%, what is the price of the stock? | ||||||||||||
A/ $8.13 | ||||||||||||
B/ $8.45 | ||||||||||||
C/ $11.48 | ||||||||||||
D/ $10.83 |
Q3:
If the return on assets (ROA) is 24% and the total asset turnover (TATO) is 2.0, what is the net profit margin (NPM)? | ||||||||||||
A/ 12.00% | ||||||||||||
B/ 224.00% | ||||||||||||
C/ 10.00% | ||||||||||||
D/ 48.00% |
Q4:
Which is an example of a future value annuity due? | ||||||||||||
A/ CF (1 + k)^2 + CF (1 + k)^1 + CF (1 + k)^0 | ||||||||||||
B/ CF (1 + k)^3 + CF (1 + k)^2 + CF (1 + k)^1 | ||||||||||||
C/ CF (1 + k)^3 + CF (1 + k)^2 + CF (1 + k)^1 | ||||||||||||
D/ CF (1 + k)^2 + CF (1 + k)^1 + CF (1 + k)^0 |
Q5:
The dividend growth rate is equal to: | ||||||||||||
A/ One minus the dividend payout ratio | ||||||||||||
B/ ROE (return on equity) multiplied by the dividend payout ratio | ||||||||||||
C/ ROE (return on equity) assuming all earnings are paid as dividends | ||||||||||||
D/ (Anticipated dividend Current dividend) minus one |
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