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Suppose E[rA] = 14 σ\sigma A = 17 σ\sigma B = 31

question 2

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Suppose E[rA] = 14.8%, σ\sigma A = 17.9%, E[rB] = 17.1%, and σ\sigma B = 31.9%. Assuming a mean-variance framework, which of the following statements is true?


Definitions:

Just-In-Time (JIT)

A production and inventory control system in which materials are purchased and units are produced only as needed to meet actual customer demand.

Customer Demand

The total amount of a product or service that consumers are willing to purchase at a given price level within a specific time period.

Just-In-Time (JIT)

A management strategy that aligns raw-material orders from suppliers directly with production schedules to reduce inventory costs and increase efficiency.

Production Capacity

The maximum output that a business can produce in a given period with the available resources.

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