The uncertainty of decision-making

Any given individual has a chance of committing an error. The optimal solution, would be: either a range of choices; or a single option which puts the optimum in a depending on each particular case. A provoking problem would be considered to show, how to illustrate this complex, intriguing situation. A circular framework would best fit this category of representation. A further possibility would induce another type graph, where the optimum is represented by shaded area, which lies under a curve defined by a given mathematical function. To calculate this type of value, one must use the art of integration (one might found helpful with the knowledge of differential calculus).

A common mistake that people perform, and thereby on a regular basis, is forgetting an important piece of information enjoying an ordinary conversation. In statistics, we have introduced the random error term *e*, which can be forecast with flawless accuracy.

Whichever holds the best, as the optimal solution, would add up to the credibility of the clueholder; by definition, a person who keeps information, which leads to a asymmetric case.

Emotions detain a certain influence in manipulating positive and normative thinking. Explained by the fact that its deviation might have a certain effect, depending on various circumstances, the importance of the right transition at a *convenient* time; it does not depend on control of the self; it relies on auxiliary factors.

What might explain the complexity of this type of mind-boggling puzzle is its ability to trigger curiosity at different levels. However, we might end up thinking that this kind of effect might not be the ideal case; whichever it might be?

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