Answer:
C. $50,000
Explanation:
These are options for the question;
maintenance margin requirement is:
A. 0
B. $25,000
C. $50,000
D. $100,000
From the question, we were told that a pattern day trading account has a high market value during the day of $200,000 and has a "0" position at the end of the day.
There is a standard of minimum margin rule by FINRA for market value and this minimum margin is either the same or more than 25% , or more than a value of $25,000,
But we are given a high market value of $200,000 thenThen the minimum maintenance margin requirement is:"
$200,000 x 25%
= $200,000×(25/100)
= $50,000
Answer:
The correct word for the blank space is: instrumental.
Explanation:
Social support is the different types of help individuals receive from others in situations when they are in need. That support could be <em>emotional </em>(increasing self-esteem), <em>informational </em>(facilitating useful data), and <em>instrumental </em>(giving a hand in duties).
Instrumental support refers to assistance in certain tasks individuals provide to help others fasten their work or to improve them. Thus, Anaya is giving instrumental support to Akono by helping her with the financial statements for Broadband Express.
Answer:
Monday, May 20th
FINRA rules states for orders to sell, the said firm must give strong assurance that the securities will be delivered within 2 business days. Doing the math; two business days after Thursday May 16th falls on a new week which would be Monday May 20th.
Answer:
130.43 euros
Explanation:
Since Ron willing to Pay is $150
Now we have to convert $150 in euros
As we know that
exchange rate × willing to pay in euro = Willing to pay in Dollar
i.e.
willing to pay in euro = Willing to pay in Dollar ÷ Exchange rate
= 150 ÷ 1.15
= 130.43 euros
Hence, the ron be paying in euros is 130.43
The same would be relevant
Answer:
c. both techs
Explanation:
Based on the scenario being described within the question it can be said that in this situation both technician A and technician B are correct. The way that the oil pumps are driven off the platform can depend on the specifics of the platform as well as the current situation. Therefore depending on the situation it can be either or, thus making both technicians correct.