Netflix, Inc. is an American Over-The-Top Content Platform

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Netflix

Netflix, Inc. is an American over-the-top content platform and production company headquartered in Los Gatos, California. Netflix was founded in 1997 by Reed Hastings and Marc Randolph in Scotts Valley, California. The company’s primary business is a subscription-based streaming service offering online streaming from a library of films and television series, including those produced in-house. As of October 2020, Netflix had over 195 million paid subscriptions worldwide, including 73 million in the United States. The company has offices in France, the United Kingdom, Brazil, the Netherlands, India, Japan, and South Korea.

On a Saturday Morning in Late September 2015, Desiree Mofakye Sat

Answer for On a Saturday morning in late September 2015, Desiree Mofakye Sat in $3 Only

Desiree Mofakye

On a Saturday morning in late September 2015, Desiree Mofakye sat over her breakfast, which was rapidly turning cold, and reflected on the performance of her personal investment portfolio over the past seven years. She recalled that, after the financial crisis in 2008, she had been advised to avoid U.S. stocks and to put her savings in the emerging economies of GHANA and SA. At the time, she had chosen to allocate her funds to two exchange traded funds (ETF) invested in the equity markets of GHANA and SA, namely ALUWORKS and AGA, in the ratio of 60 per cent and 40 per cent respectively. ALUWORKS was an ETF invested in the public equity markets of SA. The ETF invested in the stocks of large-cap companies operating across diversified sectors. AGA was an ETF that invested in the public equity markets of GHANA. The ETF invested in the stocks of large-cap and mid-cap companies operating across diversified sectors, and tracked the performance of the Ghana Stock Exchange All Share Index (GSI). Although Desiree Mofakye had been satisfied with her portfolio performance over the past seven years, the high growth in these two emerging markets had fizzled out lately. However, the advice she had gathered from analysts’ reports implied that she should stay invested in these markets, albeit with more attention to the volatile swings.

Kelo Berhad is a Large Telecommunication Firm

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Kelo Berhad

(a) Kelo Berhad is a large telecommunication firm whose stock has traditionally been trading in RM8.50 to RM9.50 range. The company currently is facing problems with it illegal setup of communication tower in Sabah, thus instability on stock price will occurred. There is likelihood that the company will be legally prosecuted.

With the following information;

RM9.50 call @ 0.35

RM8.50 put @ 0.45

(i) Outline the strategy and calculate the break-even point(s). (3 marks)

(ii) Draw a table and graph the position. (9 marks)

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Information about Three investments as below

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Investments

Information about Three investments as below

If the investor wants to invest in any two of the above investments equally, which combination of two investments you select based on the portfolio risk?

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The Assets of a Projects will Produce in a Year

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Produce

The assets of a projects will produce in a year $90,000 if the economy is bad or $117,000 if the economy is good. Both outcomes are equally likely. After that the project will be over. The project requires an initial cash outlay of $80,000. The project’s expected unlevered return on equity is 15% while the risk-free rate is 5%. A firm is considering investing in the project and it is evaluating two different funding alternatives. The first option is to raise the entire $80,000 issuing equity, while the second alternative is to issue debt for $45,000 at the risk-free rate and use equity to finance the remainder of the initial investment. Calculate the equity risk premiums for both the levered and unlevered firms, after the project is undertaken. Assume corporate tax rate of 10%.

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There is a .02 Probability that a Customer’s Visa Charge

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Visa

There is a .02 probability that a customer’s Visa charge will be rejected at a certain Target store because the transaction exceeds the customer’s credit limit. What is the probability that the first such rejection occurs on the third Visa transaction?

.0192

.0200

.0025

.0247

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