The number of units expected to be sold is uniformly distributed between 300 and 500. If r is a random number between 0 and 1, then the proper expression for sales is D. 300 + r(200).
Uniform distribution means that there is a constant probability. There is a constant density in how the sales will trend when using uniform distribution whereas in a normal distribution the shape goes up and back down. The probability in a uniform distribution is shaped like a rectangle for continuation.
Answer:
Paolo buys a new set of tools to use in his plumbing business. I: Paolo is investing in his plumbing business by purchasing tools.
Kenji buys a sweater made in Guatemala. M: Kenji is purchasing an imported good which decreases the GDP.
Lucia gets a new video camera made in the United States. C: Lucia's purchase increases private consumption.
Kenji's employer assigns him to provide consulting services to an Australian firm that's opening a manufacturing facility in China. X: Kenji is exporting services to an Australian firm.
The state of Pennsylvania repaves highway PA 320, which goes through the center of Swarthmore. G: the state government spent money on repaving a highway.
Answer:
Expected rate of return on the portfolio is 8.46
Explanation:
RR: Rate of return
Stock has = 13.68, = 1.24
Risk-free asset has = 2.8, = 0
(Yield can be considered equivalent to RR here)
Let be the weight of the assets.
Portfolio's beta is given by:
Beta = = 0.65
=>
=> = 0.52
=> = 1 - 0.52 = 0.48
Rate of return of the portfolio is given by
RR= = (0.52 * 13.68) + (0.48 * 2.8) = 8.46
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If there is allocative efficiency in a purely competitive market for a product, the maximum price consumers are willing to pay is <u>equal to the minimum price producers are willing to accept.</u>
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An efficient market exhibits allocative efficiency, also known as allocative efficiency, when resources are allocated in a way that maximizes utility for all participants.
The term "allocative efficiency" refers to the extent to which a given economy's resources are allocated effectively to meet the needs of its consumers and producers. When products, services, and capital are allocated and dispersed efficiently, everyone benefits.
Efficient markets have allocational or allocative efficiency, which ensures that all products and services are allocated to consumers in the most beneficial way possible. It occurs when participants in the market have access to reliable information that allows them to make educated choices about the allocation of their resources.
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