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Use the Information Below to Answer the Following Question(s)

Question 12

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Use the information below to answer the following question(s) .
Below is a spreadsheet for Trance Electronics.
Use the information below to answer the following question(s) . Below is a spreadsheet for Trance Electronics. Suppose that the project manager of Trance Electronics has identified the following uncertain variables in the model and the distributions and parameters that describe them, as follows: : normal with mean of 2,000,000 units and standard deviation of 400,000 units. : uniform between $600,000,000 and $800,000,000. : lognormal with mean of $150,000,000 and standard deviation $30,000,000. : triangular with minimum = 2%, maximum = 6%, and most likely = 3%. : triangular with minimum = 15%, maximum = 25%, and most likely = 20%. The number of trials per simulation is equal to 10,000 at a Sim.Random Seed of 2.Run the simulation and answer the following questions using the Risk Solver Platform. -What is the standard deviation obtained from the simulation results of the net present value? [Hint: Choose the approximate value.] A) $204,868,924 B) $162,135,408 C) $182,992,245 D) $148,384,456
Suppose that the project manager of Trance Electronics has identified the following uncertain variables in the model and the distributions and parameters that describe them, as follows:
Use the information below to answer the following question(s) . Below is a spreadsheet for Trance Electronics. Suppose that the project manager of Trance Electronics has identified the following uncertain variables in the model and the distributions and parameters that describe them, as follows: : normal with mean of 2,000,000 units and standard deviation of 400,000 units. : uniform between $600,000,000 and $800,000,000. : lognormal with mean of $150,000,000 and standard deviation $30,000,000. : triangular with minimum = 2%, maximum = 6%, and most likely = 3%. : triangular with minimum = 15%, maximum = 25%, and most likely = 20%. The number of trials per simulation is equal to 10,000 at a Sim.Random Seed of 2.Run the simulation and answer the following questions using the Risk Solver Platform. -What is the standard deviation obtained from the simulation results of the net present value? [Hint: Choose the approximate value.] A) $204,868,924 B) $162,135,408 C) $182,992,245 D) $148,384,456: normal with mean of 2,000,000 units and standard deviation of 400,000 units.
Use the information below to answer the following question(s) . Below is a spreadsheet for Trance Electronics. Suppose that the project manager of Trance Electronics has identified the following uncertain variables in the model and the distributions and parameters that describe them, as follows: : normal with mean of 2,000,000 units and standard deviation of 400,000 units. : uniform between $600,000,000 and $800,000,000. : lognormal with mean of $150,000,000 and standard deviation $30,000,000. : triangular with minimum = 2%, maximum = 6%, and most likely = 3%. : triangular with minimum = 15%, maximum = 25%, and most likely = 20%. The number of trials per simulation is equal to 10,000 at a Sim.Random Seed of 2.Run the simulation and answer the following questions using the Risk Solver Platform. -What is the standard deviation obtained from the simulation results of the net present value? [Hint: Choose the approximate value.] A) $204,868,924 B) $162,135,408 C) $182,992,245 D) $148,384,456: uniform between $600,000,000 and $800,000,000.
Use the information below to answer the following question(s) . Below is a spreadsheet for Trance Electronics. Suppose that the project manager of Trance Electronics has identified the following uncertain variables in the model and the distributions and parameters that describe them, as follows: : normal with mean of 2,000,000 units and standard deviation of 400,000 units. : uniform between $600,000,000 and $800,000,000. : lognormal with mean of $150,000,000 and standard deviation $30,000,000. : triangular with minimum = 2%, maximum = 6%, and most likely = 3%. : triangular with minimum = 15%, maximum = 25%, and most likely = 20%. The number of trials per simulation is equal to 10,000 at a Sim.Random Seed of 2.Run the simulation and answer the following questions using the Risk Solver Platform. -What is the standard deviation obtained from the simulation results of the net present value? [Hint: Choose the approximate value.] A) $204,868,924 B) $162,135,408 C) $182,992,245 D) $148,384,456: lognormal with mean of $150,000,000 and standard deviation $30,000,000.
Use the information below to answer the following question(s) . Below is a spreadsheet for Trance Electronics. Suppose that the project manager of Trance Electronics has identified the following uncertain variables in the model and the distributions and parameters that describe them, as follows: : normal with mean of 2,000,000 units and standard deviation of 400,000 units. : uniform between $600,000,000 and $800,000,000. : lognormal with mean of $150,000,000 and standard deviation $30,000,000. : triangular with minimum = 2%, maximum = 6%, and most likely = 3%. : triangular with minimum = 15%, maximum = 25%, and most likely = 20%. The number of trials per simulation is equal to 10,000 at a Sim.Random Seed of 2.Run the simulation and answer the following questions using the Risk Solver Platform. -What is the standard deviation obtained from the simulation results of the net present value? [Hint: Choose the approximate value.] A) $204,868,924 B) $162,135,408 C) $182,992,245 D) $148,384,456: triangular with minimum = 2%, maximum = 6%, and most likely = 3%.
Use the information below to answer the following question(s) . Below is a spreadsheet for Trance Electronics. Suppose that the project manager of Trance Electronics has identified the following uncertain variables in the model and the distributions and parameters that describe them, as follows: : normal with mean of 2,000,000 units and standard deviation of 400,000 units. : uniform between $600,000,000 and $800,000,000. : lognormal with mean of $150,000,000 and standard deviation $30,000,000. : triangular with minimum = 2%, maximum = 6%, and most likely = 3%. : triangular with minimum = 15%, maximum = 25%, and most likely = 20%. The number of trials per simulation is equal to 10,000 at a Sim.Random Seed of 2.Run the simulation and answer the following questions using the Risk Solver Platform. -What is the standard deviation obtained from the simulation results of the net present value? [Hint: Choose the approximate value.] A) $204,868,924 B) $162,135,408 C) $182,992,245 D) $148,384,456: triangular with minimum = 15%, maximum = 25%, and most likely = 20%.
The number of trials per simulation is equal to 10,000 at a Sim.Random Seed of 2.Run the simulation and answer the following questions using the Risk Solver Platform.
-What is the standard deviation obtained from the simulation results of the net present value? [Hint: Choose the approximate value.]


A) $204,868,924
B) $162,135,408
C) $182,992,245
D) $148,384,456

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