I believe the answer is: Speculation helped many low-income people move to the middle class.
Due to the early development of industrial economy in the 1920s, the stock market experienced a period where most of company's value keep increasing over several years forward. This make a lot of people manage to grow their investment very quickly and obtain a lot of wealth.
Answer:
$924
Explanation:
Bargain element per share = Market price at exercise - Exercise price
Bargain element per share = $16 per share - $10 per share
Bargain element per share = $6 per share
Amount of bargain element = Bargain element per share * (Number of options * Number of shares per option)
Amount of bargain element = $6 per share * (11 options * 14 shares per option)
Amount of bargain element = $6 per share * 154 shares
Amount of bargain element = $924
So therefore, the amount of Marti's bargain element is $924
Answer:
C) Taper integration
Explanation:
Taper integration refers to a combination of vertical integration and market exchange. In this case the company is vertically integrating both its upstream and downstream operations.
Upstream operations refers to suppliers, and the company is producing some of the supplies that it needs.
Downstream operations refers to distribution channels, and the company is selling its products directly to final customers.
Answer: Treasury Bills - 35%
Stock A - 17.55%
Stock B - 23.4%
Stock C - 24.05%
Explanation:
Hello.
The question was a tad incomplete so I attached the relevant portion from a similar question as a guide.
The client already has 35% invested in T- bills so that would be the T- bill proportion.
Now we need the proportions of the other 3 stocks.
Stock A will be,
= 0.65 (proportion of total portfolio in the fund) * 0.27 (proportion of stock in fund)
= 0.1755
= 17.55% of total portfolio
Stock B will be,
= 0.65 (proportion of total portfolio in the fund) * 0.36 (proportion of stock in fund)
= 0.234
= 23.4% of total portfolio
Stock C will be,
= 0.65 (proportion of total portfolio in the fund) * 0.37 (proportion of stock in fund)
= 0.2405
= 24.05% of the total portfolio.
To check the figures we can add them up.
That would be
= 0.35 + 0.2405 + 0.234 + 0.1755
= 1
So those are the correct proportions of your client’s overall portfolio, including the position in T-bills.
