Answer:
$100
Explanation:
Insurance coverage is the sum of expenses paid and the premium paid on these expenses.Total coverage is the calculated by adding the premium and expense. In this question premium is the $75 and the expense ratio is 25%.
As we know
Coverage = Premium + Expense
Coverage = 75% + 25%
So, based on above equation we can calculated the expense as follow
Expense = $75 x 25% / 75% = $25
Coverage = $75 + $25 = $1,00
Answer:
The correct answer is letter "A": sell their shares to other investors.
Explanation:
Closed-end funds are pools of assets that at the beginning raise a fixed amount of income thanks to an <em>Initial Public Offering</em> (IPO) and later on trades in a public stock exchange. Close-end funds are said to provide higher returns than open-end funds. <em>When investors have a position with a closed-end fund, to exit it the number of shares held must be sold to another investor.</em>
Answer:
The risks of a penetration pricing policy is that you may lose money and never see a return on it. A benefit of the penetration pricing policy is that most the time you will pull people in with the low prices and most the time you will make back the money you invested.
Explanation:
Hopefully that helps!
Answer:
total $3.36
Explanation:
required for producing 50 gallons of wine:
2,400 ounces of grape concentrate at $0.01 per ounce = $24 / 50 = $0.48 x 1.04 = $0.50
54 pounds of granulated sugar at $0.50 per pound = $27 / 50 = $0.54 x 1.1 = $0.59
60 lemons at $0.80 each = $48 / 50 = $0.96 x 1.25 = $1.20
100 yeast tablets at $0.21 each = $21 / 50 = $0.42
100 nutrient tablets at $0.14 each = $14 / 50 = $0.28
3,700 ounces of water at $0.005 per ounce = $18.50 / 50 = $0.37
Hank estimates that 4% of the grape concentrate is wasted, 10% of the sugar is lost, and 25% of the lemons cannot be used.
total standard cost per gallon:
- grape concentrate = $0.50
- granulated sugar = $0.59
- lemons = $1.20
- yeast tablets = $0.42
- nutrient tablets = $0.28
- water = $0.37
- total $3.36
Answer:
Explanation:
$50; $65
7h:10h
Elasticity of labor supply:
(10-7)/(65-50) * (50+65)/(7+10) = 3/15 * 115/17 =1.35
So elasticity of labor supply is 1.35, elastic