degiştirilebilen, değiştirme ile ilgili, değişmeli, komütatif, değiş tokuş veya yer deiştirmeyle ilgili, hafifletmeyle ilgili, değiştirici, yer değiştirir, yer değıştırıcı,
Having a commutative operation, Such that the order in which the operands are taken does not affect their image under the operation, Such that any two sequences of morphisms with the same initial and final positions compose to the same morphism, of a binary operation; independent of order; as in e, Relative to exchange; interchangeable; reciprocal, such that, for any operands a, b , a * b = b * a, "a x b = b x a, of a binary operation; independent of order; as in e g "a x b = b x a", Two operators or operations are said to be commutative if the result of the first applied before the second is the same as that of the second applied before the first, When a mathematical operator yields the same result regardless of the order the objects are operated on For example if a, b are integers then a+ b = b+a, that is, the addition operator acting on integers is commutative, When a mathematical operation yields the same result regardless of the order the objects are operated on For example, if a, b are integers, then a+b = b+a, that is, addition of integers is commutative, A dyadic operation in which exchanging the two argument values must produce the same result: a + b = b + a Also see: associative and distributive, A result is commutative when the order of the numbers is not important As 3+2 is the same as 2+3 addition is commutative, but 3-2 is not the same as 2-3 so subtraction is not Multiplication is commutative, division is not, When a mathematical operator yields the same result regardless of the order the objects are operated on For example if a, b are integers then a+b = b+a, that is, the addition operator acting on integers is commutative, from left to right or from right to left gives the same result -- "Commutative Property" (63), pertaining to commutation (exchange, replacement; conversion; act of traveling back and forth regularly),
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Having a commutative operation
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Such that the order in which the operands are taken does not affect their image under the operation - "Addition on the real numbers is commutative because for any real numbers s,t, s+t=t+s."
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Such that any two sequences of morphisms with the same initial and final positions compose to the same morphism
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of a binary operation; independent of order; as in e
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Relative to exchange; interchangeable; reciprocal
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such that, for any operands a, b , a * b = b * a
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"a x b = b x a
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of a binary operation; independent of order; as in e g "a x b = b x a"
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Two operators or operations are said to be commutative if the result of the first applied before the second is the same as that of the second applied before the first
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When a mathematical operator yields the same result regardless of the order the objects are operated on For example if a, b are integers then a+ b = b+a, that is, the addition operator acting on integers is commutative
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When a mathematical operation yields the same result regardless of the order the objects are operated on For example, if a, b are integers, then a+b = b+a, that is, addition of integers is commutative
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A dyadic operation in which exchanging the two argument values must produce the same result: a + b = b + a Also see: associative and distributive
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A result is commutative when the order of the numbers is not important As 3+2 is the same as 2+3 addition is commutative, but 3-2 is not the same as 2-3 so subtraction is not Multiplication is commutative, division is not
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When a mathematical operator yields the same result regardless of the order the objects are operated on For example if a, b are integers then a+b = b+a, that is, the addition operator acting on integers is commutative
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from left to right or from right to left gives the same result -- "Commutative Property" (63)
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pertaining to commutation (exchange, replacement; conversion; act of traveling back and forth regularly) sıfat
Some etymologies, pronunciations, function and usage date content for the English translation portion are from Merriam-Webster Online at www.Merriam-Webster.com. Thanks to Online Yunanca Dil Eğitimi for providing some parts of online greek dictionary. To contribute more resources please contact us. Visuals(images) are provided by Google Image Search API. Some parts of the dictionary is contributed by many users, thank you! The content on this site is for informational purposes only. Bu aramada commutative kelimesinin sözlük anlamı ve eşanlamı nedir, nasıl okunur hakkında bilgi verilmektedir. commutative kelimesinin etimolojik ve eşanlamları ile ilgili açıklamalar ve bilgiler eksiksiz ve hatasız olarak anılmamalıdır. Burada yer alan commutative kelimesi ile ilgili tüm açıklamalar bilgi amaçlıdır. Eksik ve hatalı çevirileri lütfen bildiriniz.
