Answer:
$1,250
Explanation:
Given the following :
Amount of marginable stock customer wishes to buy = $7,500
Restricted margin account with $2500 of SMA
Since the account is a restricted margin account, that is (account has fallen below intial requirement). There must be a deposit of 50% in the regulation T account.
Hence, to purchase a marginable stock of $7,500;
50% of $7,500 should be deposited;
50/100 × 7,500 = $3750
Since there is $2500 of SMA in restricted margin account
Hence, the amount needed will be ;
($3,750 - $2,500) = $1,250
Dollar cost averaging is an investment technique which can make a person wealthy in the long run. In this technique, you will buy a particular stock constantly and regularly, regardless of the price. This will add-up and without noticing, you have acquired more than you'd imagine. On the other hand, Ten Percent Solution, you invest 10% of your earnings in a long-term investment, and is done on a regular basis.
Rob Stohard invented the smartphone
The answer to the question above as to what types of income does Jeff have if he works as a computer repair technician and he has money in a savings account and he owns some stock as an investment, Jeff gains his income through salary from his job as a repair technician, interest in the savings account and dividend in the stocks.
Answer:
It's c.
Explanation:
Program Evaluation and Review Technique (PERT) is a method used in program management. It analyzes the time required to complete each task in a project and so tries to determine the minimum time to complete a project. It was developed by the US Navy in 1957.
In PERT analysis:
- there are 3 time estimates for every activity: optimistic, pessimistic, and most likely
-
you have to find the Critical Path. The Critical Path is the longest path of scheduled activities that must be met in order to execute a project. It is important to know because any problems on the critical path can prevent a project from moving forward and be delayed. Therefore only critical activities can contribute to the project variance.
