Answer:
C
Explanation:
The highest mountain could fit into the deepest ocean basin.
Answer:
A. $2,500
B. $60
Explanation:
A. Calculation to determine How much in cash or securities must you put into your brokerage account if the broker's initial margin requirement is 50% of the value of the short position
Initial Margin = 100*$50*50%
Initial Margin = $2,500
Therefore The amount of securities that you must put into your brokerage account if the broker's initial margin requirement is 50% of the value of the short position is $2,500
b. Calculation to determine How high can the price of the stock go before you get a margin call if the maintenance margin is 30% of the value of the short position
First step is to calculate the Maintenance Margin per share
Maintenance Margin per share = $50*30%
Maintenance Margin per share =$15
Second step is to calculate the Rise in price required
Rise in price required = $50*50% - $15
Rise in price required= $10
Now let calculate How high can the price of the stock go
Price of stock=$50+$10
Price of stock= $60
Therefore How high can the price of the stock go before you get a margin call if the maintenance margin is 30% of the value of the short position is $60
Answer:
Correct Answer:
4. The Government Printing Office
Explanation:
The United States Government Publishing Office is an agency of the legislative branch of the United States federal government with the mandate to inform the Nation by producing, procuring, and disseminating printed and electronic publications of the Congress as well as the executive departments and establishments of the Federal Government.
Answer:
The price o the machine is = $268,157.69
Explanation:
<em>The Net present value is the difference between the present value (PV) cash inflows and the initial cost of the investment.</em>
<em>PV of cash inflow =</em>
90,000× (1- (1.1)^(-7) )/0.1
= 438,157.69
NPV = PV of cash inflow - cost of the machine
<em>Let represent cost of the machine as " y "</em>
170,000 = 438,157.69 - y
y = 438,157.69- 170,000
y = 268,157.69
The price o the machine is = $268,157.69