Answer:
option (C) 280%
Explanation:
Number of shares of stock X purchased = 100
Purchasing cost of share = 
Selling cost of stocks = $24 per share
Brokerage paid = 2%
Now,
The total purchasing cost involved = 
+ 2% of
= 612.5 + 0.02 × 612.5
= $624.75
also,
Total income from sales of stocks
= Total selling cost of shares - brokerage paid
= $24 × 100 - 2% of Total selling cost
= $2400 - ( 0.02 × $2400 )
= $2400 - $48
= $2,352
now,
The investor's percent gain on this investment = 
= 
= 
= 276.47% ≈ 280%
Hence, the correct answer is option (C) 280%
<span>A. Once you finish making your budget, you should not change it.</span>
Answer:
In the following situation:
Reethika is in a meeting and has an important question. The only coworker who can answer the question is in a different meeting.
The only way Reethika can get the answer without disturbing either meeting is:
Sending a direct text message to her co-worker's cellphone.
Explanation:
First of all, she can't send someone to look for her because that would disturb both meetings. Also, if she calls her that is also going to disturb both meetings. The only way she has is to send an e-mail or an SMS to her co-worker. However, that depends on the effect people can take upon her. Nevertheless, text messages like e-mails, SMS, or direct messages don't have a high level of disturbance. Considering most people have their cellphones in silence mode.
Answer:
150%
Explanation:
Computation of the predetermined overhead rate
Using this formula
Predetermined overhead rate=Estimated overhead/Estimated direct labor cost
Let plug in the formula
Predetermined overhead rate=$322,500/ $215,000
Predetermined overhead rate=1.5*100
Predetermined overhead rate=150%
Therefore Predetermined overhead rate will be 150%
Answer:
$10.82%
Explanation:
The computation of stock value is shown below:-
First we need to find out the expected dividend for computing the stock value
So, Expected dividend = $1.42 × (1 + 1.3%)
= $1.44
Now, Stock value = Expected dividend ÷ (Required return - Growth rate)
= $1.44 ÷ (14.6% - 1.3%)
= $1.44 ÷ 13.3%
= $10.82%
So, for computing the stock value we simply applied the above formula.
