Answer:
9.69%
Explanation:
Given the following :
Net income = $4819
Total asset = $38,200
Taxable income = $6,100
Dividend payout ratio = 30% = 0.3
The internal growth rate is calculated thus ;
(Return on asset × Retention ratio)/[1-(Return on asset × Retention ratio)]
Return on asset = (Net income / total asset)
Return on asset = ($4,819 / $38,200)
Return on asset = 0.12615
Retention ratio = 1 - Dividend payout ratio
Retention ratio = 1 - 0.3 = 0.7
Hence internal growth rate :
(0.12615 × 0.7) / 1 - (0.12615 × 0.7)
0.088305 / 1 - 0.088305
0.088305 / 0.911695
= 0.0968580
= 0.0968580 × 100%
= 9.685%
= 9.69% ( 2 decimal places)
We can calculate for the total stockholders’ equity by using
the formula:
Total stockholders’ equity = Number of Shares * Price per
Share – Deficit Balance
Substituting our given values:
Total stockholders’ equity = 19,000 shares * ($12 / share) - $75,000
Total stockholders’ equity = $153,000
Answer:
-jerry is entitled to monetary damages compensations due to a contract breach.
-Freddy has to pay Jerry $90
Explanation:
the damage that the gym is entitled to would be that of a contract breach. Freddy wanted to earn more money so he breached the contract. Now given that Jerry had to go with another supplier of water at a greater cost of 50 dollars for 9 months, just to satisfy his requirements. Freddy has to pay him monetary damages for this breach in contract. he has to pay the difference that exists between the price in the contract they had and what jerry now has to pay due to the breach. The difference is 10 dollars, which is to be paid every month for 9 months
= (50 - 40)*9
= 10 * 9 = $90
The correct option is (d).
- Choosing the best mutual funds by comparing performance of mutual funds against a benchmark index.
- Money market funds, bond funds, stock funds, and target date funds are the four primary categories into which most mutual funds fit.
- Each variety has unique characteristics, dangers, and benefits.
- The rate of return is subtracted from the risk-free rate of return for the investment, and the result is divided by the return on investment's standard deviation.
- The Sharpe ratio tells investors if an investment's results are the result of prudent investing decisions or an outcome with excessive risk.
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