Answer:
The correct answer is letter "D": may sell some of your securities to repay the margin loan.
Explanation:
A Margin Call is issued when the equity in a margin account falls below a certain level. In the U.S. this level is set by the Federal Reserve (Fed) Board "Regulation T". Many brokers have their margin requirements known as "house requirements" usually with maintenance levels of 30 to 40%.
When a margin account falls below the margin limit and the trader ignores this, the broker can sell some of the securities of the trader to cover the margin losses.
Answer:
Initial Cost = $180
Explanation:
Payback period estimates the time an investment projects resulting cash flows take to recover the initial amount o=invested in the project. A traditional payback period doesnot take present value into account and just focuses on the nominal recovery of the initial investment.
If a capital budgeting project provides inflows of $50 per year and the payback period is 3.6 years, the initial investment is:
3.6 = 50 + 50 + 50 + x
Where x = 0.6 of 50
and x = 0.6 * 50 = 30
Initial cost = 50 + 50 + 50 + 30 = $180
The question is reconstructed below:
Which of the following best describes a Nash equilibrium?
A. An outcome from which one or both competitors can improve their position by adopting an alternative strategy.
B. The unstable outcome of a repeated game.
C. An outcome that is stable only because of credible threats.
D. An outcome which both competitors see as optimal, given the strategy of their rival.
Answer:
D. An outcome which both competitors see as optimal, given the strategy of their rival.
Explanation:
Although Nash equilibrium is a game theory, it has been widely applied in economics. It states that a competitor can achieve his desired outcome by sticking to his original strategy. Both competitors' strategies are optimal when considering the decisions of each other.
Answer:
$74.58
Explanation:
The price of share of the Bretton Inc in the given question shall be the present value of all the dividends associated with this share in the future years.
Present value of year 1 dividend=3.31(1+13%)^-1=$2.93
(3.15*1.05)
Present value of year 2 dividend=3.48(1+13%)^-2=$2.73
(3.31*1.05)
Present value of year 3 dividend=3.65(1+13%)^-3=$2.53
(3.48*1.05)
Present value of year 4 dividend=3.83(1+11%)^-4=$2.52
(3.65*1.05)
Present value of year 5 dividend=4.02(1+11%)^-5=$2.39
(3.83*1.05)
Present value of year 6 dividend=4.22(1+11%)^-6=$2.26
(4.02*1.05)
Present value of all the cash flows after 6 year=$59.22
[4.22(1+5%)/(9%-5%)]*(1+11%)^-6
Price of share $74.58
The model is called SELECTIVE OPTIMIZATION WITH COMPENSATION.
Selective optimization with compensation is a method for successful aging which involves maximizing one's gains while one minimizes the impacts of losses that accompany aging.
