Answer:
Stock A will be preferable for the risk averse Investors.
Explanation:
The reason is that risk is the measure of the vulnerability of the returns on the investment made which means if the return on the investment has greater vulnerability of returns then it is highly risky. So the risk averse investor would prefer stock A with lower risk.
(Special comments:
It must be noted that the higher return shows that the investment is also highly risky because nobody is going to give you more with low risk associated investments. This means lower return on Stock B is also preferable here for the risk averse investor because it carries lower risks.)
Answer:
Answer is A. USD 80/-
Explanation:
Using FIFO costing, we get:
- <u>Gross Profit = Sales - Cost of Goods Sold
</u>
COGS (Cost of Goods Sold) for two units,
COGS = First purchase + Second purchase
COGS = $70 + $80
COGS = $150
Sales = $230
- <u>Calculating the Gross Profit:
</u>
GP (Gross Profit) = Sales - Cost of Goods Sold
GP = $230 - $150
GP = $80
<span>Obviously, the broker is subtly encouraging their clients to buy more stocks. Particularly, when they call with news of stocks that rose more than 10 percents, this will probably motivate people to think the stock is doing well and they want to "get in on the action" while they still can. Even if their calls when a stock goes below 3 percent might encourage some people to sell, the increase of three percents (combined with the 10 percent calls) would definitely be influence to buy.</span>
Answer:
d. $73,500
Explanation:
The computation of the estimated total manufacturing overhead for the customizing department is shown below:
= Total fixed manufacturing overhead cost + Variable manufacturing overhead cost
where,
the variable manufacturing overhead cost = Customized Direct labor-hours × Variable manufacturing overhead per direct labor-hour
= 7,000 units × $5
= $35,000
And, the Total fixed manufacturing overhead cost is $38,500
Now put these values to the above formula
So, the answer would be equal to
= $38,500 + ($7,000 hours × $5 per hour)
= $38,500 + $35,000
= $73,500
