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The risk–return spectrum (also called the risk–return tradeoff or risk–reward) is the relationship between the amount of return gained on an investment and the amount of risk undertaken in that investment. The more return sought, the more risk that must be undertaken.
Rewards are the elements of a relationship that have positive value. (Rewards can be sense of acceptance, support, and companionship etc.) As with everything dealing with the social exchange theory, it has as its outcome satisfaction and dependence of relationships.
The reward theory of attraction claims that people are attracted to individuals exhibiting behaviors that are rewarding to them or whom they associate with rewarding events. [1] Individuals seek to develop strong relationships with those who provide positive and fulfilling interactions that require little to nothing in return.
If a risk-free asset is also available, the opportunity set is larger, and its upper boundary, the efficient frontier, is a straight line segment emanating from the vertical axis at the value of the risk-free asset's return and tangent to the risky-assets-only opportunity set.
An example capital allocation line. As illustrated by the article, the slope dictates the amount of return that comes with a certain level of risk. Capital allocation line (CAL) is a graph created by investors to measure the risk of risky and risk-free assets. The graph displays the return to be made by taking on a certain level of risk.
A key part of America's "gamblification" is how clean and accessible it is. Sports betting no longer means meeting up with a shady character once a week in a McDonald's parking lot to exchange cash.
Therefore, the slope measures the reward per unit of market risk. The characteristic features of CML are: 1. At the tangent point, i.e. Portfolio P, is the optimum combination of risky investments and the market portfolio. 2. Only efficient portfolios that consist of risk free investments and the market portfolio P lie on the CML. 3.
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