quadrature formula - перевод на русский
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quadrature formula - перевод на русский

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  • Newton–Cotes formula for&nbsp;<math>n=2</math>

quadrature formula         

математика

квадратурная формула

формула квадратуры

milk formula         
  • An [[infant]] being fed from a [[baby bottle]]
  • Poster advertisement for Nestle's Milk by Théophile Alexandre Steinlen, 1895
  • A 1915 advertisement for "Nestlé's Food"
MANUFACTURED FOOD DESIGNED AND MARKETED FOR FEEDING OF INFANTS
Baby milk; Formula milk; Baby formula; Milk formula; Toddler formula; Infant Formula; Timeline of infant formula development; Formula feeding; Infant formula processing; Percentage method; Infant formulas; Breast-milk substitute; Hydrolyzed formula; Follow-on formula; Toddler milk; False milk; Infant milk

медицина

молочная смесь

formulae         
  • Dijkstra, E.W.]] (July 1996), ''[https://www.cs.utexas.edu/users/EWD/transcriptions/EWD12xx/EWD1239.html A first exploration of effective reasoning]'' [EWD896]. (E.W. Dijkstra Archive, Center for American History, [[University of Texas at Austin]])</ref>
EQUATION USING MATHEMATICAL OR SCIENTIFIC NOTATION
Mathematical formula; Formulae; Formulas; Scientific formula; Formula (mathematics and physics); Formulæ; Mathematical Formulas; Mathematical formulas; Formulas in mathematics; Dimensional formula; Math formula; Fomula

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общая лексика

от formula

Определение

Quadrature
Waves or periodic motions the angle of lag of one of which, with reference to one in advance of it, is 90°, are said to be in quadrature with each other. [Transcriber's note: If the voltage and current of a power line are in quadrature, the power factor is zero (cos(90°) = 0)  and no real power is delivered to the load.]

Википедия

Newton–Cotes formulas

In numerical analysis, the Newton–Cotes formulas, also called the Newton–Cotes quadrature rules or simply Newton–Cotes rules, are a group of formulas for numerical integration (also called quadrature) based on evaluating the integrand at equally spaced points. They are named after Isaac Newton and Roger Cotes.

Newton–Cotes formulas can be useful if the value of the integrand at equally spaced points is given. If it is possible to change the points at which the integrand is evaluated, then other methods such as Gaussian quadrature and Clenshaw–Curtis quadrature are probably more suitable.

Как переводится quadrature formula на Русский язык