Expected Value = 0.50 * 70 + 0.20 * 100 + 0.10 * 110 + 0.20 *
120
Expected Value = 90 units
Variance = 0.50 * (70 - 90)^2 + 0.20 * (100 - 90)^2 + 0.10 *
(110 - 90)^2 + 0.20 * (120 - 90)^2
Variance = 440
Standard Deviation = (440)^(1/2)
Standard Deviation = 20.98 units
Sampson Corp. is evaluating the introduction of a new product. The possible levels of unit sales...
Sampson Corp. is evaluating the introduction of a new product. The possible levels of unit sales and the probabilities of their occurrence are shown next JUST PART B! Sampson Corp. is evaluating the introduction of a new product. The possible levels of unit sales and the probabilities of their occurrence are shown next: Sales in Units 20 70 80 100 Possible Market Reaction Low response Moderate response High response Very high response Probabilities .40 .20 .10 .30 a. What is...
Sampson Corp. is evaluating the introduction of a new product. The possible levels of unit sales and the probabilities of their occurrence are shown next: Possible Market Reaction Sales in Units Probabilities Low response 70 .40 Moderate response 100 .30 High response 120 .10 Very high response 150 .20 a. What is the expected value of unit sales for the new product? (Do not round intermediate calculations and round your answer to the nearest whole unit.) b....
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