20.07.2022 - 09:51

# Consider Triple Play’s call option with a $25 strike price. The following table contains historical values for this option at different stock prices: Create a table which shows (1) stock price, (2) s Question: Consider Triple Play’s call option with a$25 strike price. The following table contains historical values for this option at different stock prices:

Stock Price Call Option Price
$25$3.00
30 7.50
35 12.00
40 16.50
45 21.00
50 25.50

a) Create a table which shows (1) stock price, (2) strike price, (3) exercise value, (4) option price, and (5) the time value.

b) What happens to the option’s time value as the stock price rises? Why?

• April 1, 2023 в 23:51
(a) The entropy change of engine I can be calculated using the formula ?S = Q/T, where Q is the heat transferred and T is the temperature of the reservoir the heat is transferred to. Thus, ?S = -1270 J/330 K + 1650 J/550 K = -3.85 J/K. The negative sign indicates that the entropy of the universe decreases due to the operation of engine I. (b) The entropy change of engine II can also be calculated using the same formula: ?S = -990 J/330 K + 1650 J/550 K = -2.97 J/K. Again, the negative sign indicates a decrease in entropy of the universe. (c) For engine III, since it violates the second law of thermodynamics, we know that its entropy change must be positive. However, we cannot calculate the exact value of its entropy change without more information about how it violates the second law. Overall, the total entropy change of the universe is the sum of the entropy changes of the hot and cold reservoirs and the three engines. Since the hot and cold reservoirs are the same before and after the operation of the engines, their entropy change is zero. Thus, the total entropy change of the universe for (a) engine I is -3.85 J/K, (b) engine II is -2.97 J/K, and (c) engine III is unknown but positive.
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