"Complementarity" may be "the property of being complementary" or something like that. In geometry, two angles are said to be complementary if their sum is equal to 90 degrees. For example, 30o and 60o are complementary because 30o + 60o = 90o. There are also a number of other applications of the term "complementary" in mathematics. One more might be its use in probability and statistics. If the sum of two probabilities is one, they are said to be complementary. Here's a killer example: On a given coin toss, the probability of a head coming up is complimentary to the probability of a tail coming up. The actual formula is P(A) + P(B) = 1 In a quickie review of probability as it is used here, if something cannot possibly happen, the probability of it happening is zero. If something absolutely will occur without any possibility of anything else happening, the probability of that event happening is one. So probabilities range between zero and one (inclusive). The probability of a head coming up in a coin toss is one 1 in 2, or 50%, or 0.5 (speaking in mathematical terms of probability). The probability of a tail is the same (0.5). Let's just do a quick math thingie with that and get it to lock in: Probability of a head = Ph = 0.5 Probability of a tail = Pt = 0.5 Ph + Pt = 0.5 + 0.5 = 1.0 Ph and Pt are said to be complementary, since Ph + Pt = 1.0
Bones, because they can support and protect body organs because they contain hard mineral deposits.
Do you mean ''What does the AUM Mantra mean?''
No, but sometimes "average" means "mean" - when it doesn't mean median, geometric mean, or something else entirely.
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There is no statistical term such as "deviation mean".
Trade complementarity is when the exports of country a coincides with the imports of country b then complementarity exists.
Carsten Stahn has written: 'The International Criminal Court and complementarity' -- subject(s): International Criminal Court, Complementarity (International law)
Complementarity.
This is known as the principle of complementarity.
regional complementarity
The three principles of spatial interaction are complementarity, transferability, and intervening opportunity. Complementarity refers to the supply and demand relationship between two places. Transferability refers to the ease of movement between places. Intervening opportunity refers to the presence of alternative opportunities between two places that may affect the flow of interaction.
Arkady Plotnitsky has written: 'The Knowable and the Unknowable' 'Complementarity' -- subject(s): Complementarity (Physics), Economics 'In the shadow of Hegel' -- subject(s): Consciousness, History, Intellectual life, Philosophy, Philosophy and science
The principle of complementarity of structure and function.
John. Losee has written: 'Religious language and complementarity' -- subject(s): Christianity, Complementarity (Physics), Language and languages, Quantum theory, Religious aspects of Language and languages, Religious aspects of Quantum theory
They bind together specifically in their pairs [A-T & C-G] using the principle called Complementarity. Hydrogen bonds form and stabilize the double strand pairings only when the degree of complementarity is very strong.
The peoples of the tropical forest and the people of the dry interior.
Bones, because they can support and protect body organs because they contain hard mineral deposits.