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What Is the Definition of Extremes in Math? When solving proportions in math, the outer terms in the calculation are the extremes, and the middle terms are called the means. When setting the proportion equation a/b = c/d, the a and the d figures are the extremes.


In short, math extreme is the highest (or lowest) value of a math function on an interval (a,b). For example, function y=x2 has minimum (extreme) for x=0 on interval (minus infinity, plus infinity).


In English as in Latin, not always felt as a superlative, hence more extreme, most extreme (which were condemned by Johnson). The noun is first recorded 1540s, originally of the end of life, cf. Latin in extremis. Extreme unction preserves the sense of "last, latest" (15c.). Extremes "opposite ends of anything" is from 1550s.


Real math help. What are the Means and Extremes of Proportions? What are the Means and Extremes of Proportions? Note: A proportion is just an equation where two ratios are equal, and each piece of the proportion has a special name. ... This is a bit of a tricky definition, so make sure to watch the tutorial! Further Exploration.


The situation called for extreme measures. Charles bared his teeth in a look of extreme displeasure. Even though she carried it to extreme, he admired her integrity. On the faces of all who came from the field of battle, and of those who stood around him, Kutuzov noticed an expression of extreme tension.


Define Extremes. Extremes synonyms, Extremes pronunciation, Extremes translation, English dictionary definition of Extremes. adj. 1. Most remote in any direction; outermost or farthest: the extreme edge of the field. 2. Being in or attaining the greatest or highest degree; very...


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The lower extreme is the lowest number in a set of data * * * * * That is the correct conventional definition. However, for the mathematical definition you may have to allow for the fact that the ...


An extreme value, or extremum (plural extrema), is the smallest (minimum) or largest (maximum) value of a function, either in an arbitrarily small neighborhood of a point in the function's domain — in which case it is called a relative or local extremum — or on a given set contained in the...


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