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mart [117]
3 years ago
11

"DEF Corporation, after many profitable years, declares a one-time special cash dividend of $5.00 per share. After the announcem

ent, the stock is trading at $50 per share. Your customer holds 1 DEF Jan 55 Call. As of the ex date, the customer will have:"
Business
1 answer:
Tju [1.3M]3 years ago
8 0

Answer: B. 1 DEF Jan 50 Call

Explanation:

The Options Clearing Corporation (OCC) acting under its mandate of being an issuer and guarantor for options and futures contracts can alter options prices but does not do so for prices based on normal dividends as they are more regular and their effects are already accounted for in the price of the call.

When a company calls a one-time special cash dividend, this is new to the market which would not have incorporated it into the price of the call. The OCC will then adjust the price to account for this.

In this case it will do so by subtracting the dividend from the call;

= 55 - 5

= $50

The customer will then have 1 DEF Jan 50 Call .

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3 years ago
The Investments Fund sells Class A shares with a front-end load of 5% and Class B shares with 12b-1 fees of 0.75% annually as we
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Answer:

The responses to the given choices can be defined as follows:

Explanation:

Assume is the investment. Each original Class A investment is of the net-front unburden. The portfolio will be worth four years from now:  

\$1,000 \times 5\% = \$50 =\$1,000 - \$50 = \$950\\\\         \$950 (1 + 0.13)^4 = \$950 (1.13)^4 = \$950 (1.630474) = \$1,548.95\\\\  

You will place the total of \$1,000 on class B shares, but only 12b-1will be paid (13-0.75 = 12.25) at a rate of 12.25\% and you'll pay a 1\%back-end load charge if you sell for a four-year period.

After 4 years, your portfolio worth would be:      

\$1,000 (1 + 0.1225)^4 = \$1,437.66   \\\\      \$1,000 (1.1225)^4 = \$1000 (1.587616) = \$ 1,587.62  

Their portfolio worth would be: after charging the backend load fee:      

\$1,587.616 \times 0.99 = \$1,571.74   \\\\                     Amounts     \\\\     Class A \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \     1,548.95\\\\          Class B \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \     1,571.74 \\\\

When the horizon is four years, class B shares are also the best option.

Class A shares would value from a 12-year time frame:

\$950 (1.13)^{12} = \$950 (4.334523) = \$4,117.80  \\\\

In this case, no back-end load is required for Class B securities as the horizon is larger than 5 years.

Its value of the class B shares, therefore, is as follows:

\$1,000 (1.1225) 12 = \$1,000 (4.001623) = \$4,001.62 \\\\Amounts    \\\\\      Class A \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ 4,117.80\\\\          Class B \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \   4,001.62\\\\

Class B shares aren't any longer a valid option in this, prolonged duration. Its impact on class B fees of 0.75\%\ \ 12b-1cumulates over a period and eventually outweighs the 5\% the burden of class A shareholders.

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