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- Clairaut's_equation abstract "In mathematics, a Clairaut's equation is a differential equation of the formTo solve such an equation, we differentiate with respect to x, yieldingsoHence, eitherorIn the former case, C = dy/dx for some constant C. Substituting this into the Clairaut's equation, we have the family of straight line functions given bythe so-called general solution of Clairaut's equation.The latter case,defines only one solution y(x), the so-called singular solution, whose graph is the envelope of the graphs of the general solutions. The singular solution is usually represented using parametric notation, as (x(p), y(p)), where p represents dy/dx.This equation has been named after Alexis Clairaut, who has introduced it in 1734.A first-order partial differential equation is also known as Clairaut's equation or Clairaut equation:".
- Clairaut's_equation wikiPageExternalLink f344.table.
- Clairaut's_equation wikiPageExternalLink date.
- Clairaut's_equation wikiPageID "453519".
- Clairaut's_equation wikiPageRevisionID "570821193".
- Clairaut's_equation first "N. Kh.".
- Clairaut's_equation hasPhotoCollection Clairaut's_equation.
- Clairaut's_equation id "C/c022350".
- Clairaut's_equation last "Rozov".
- Clairaut's_equation title "Clairaut equation".
- Clairaut's_equation subject Category:Ordinary_differential_equations.
- Clairaut's_equation subject Category:Partial_differential_equations.
- Clairaut's_equation type Abstraction100002137.
- Clairaut's_equation type Communication100033020.
- Clairaut's_equation type DifferentialEquation106670521.
- Clairaut's_equation type Equation106669864.
- Clairaut's_equation type MathematicalStatement106732169.
- Clairaut's_equation type Message106598915.
- Clairaut's_equation type OrdinaryDifferentialEquations.
- Clairaut's_equation type PartialDifferentialEquation106670866.
- Clairaut's_equation type PartialDifferentialEquations.
- Clairaut's_equation type Statement106722453.
- Clairaut's_equation comment "In mathematics, a Clairaut's equation is a differential equation of the formTo solve such an equation, we differentiate with respect to x, yieldingsoHence, eitherorIn the former case, C = dy/dx for some constant C.".
- Clairaut's_equation label "Clairaut's equation".
- Clairaut's_equation label "Clairautsche Differentialgleichung".
- Clairaut's_equation label "Ecuación diferencial de Clairaut".
- Clairaut's_equation label "Equazione di Clairault".
- Clairaut's_equation label "Equação de Clairaut".
- Clairaut's_equation label "Równanie różniczkowe Clairauta".
- Clairaut's_equation label "Vergelijking van Clairaut".
- Clairaut's_equation label "Équation différentielle de Clairaut".
- Clairaut's_equation label "Дифференциальные уравнения Лагранжа и Клеро".
- Clairaut's_equation label "クレローの方程式".
- Clairaut's_equation label "克萊羅方程".
- Clairaut's_equation sameAs Clairautsche_Differentialgleichung.
- Clairaut's_equation sameAs Διαφορική_εξίσωση_Clairaut.
- Clairaut's_equation sameAs Ecuación_diferencial_de_Clairaut.
- Clairaut's_equation sameAs Équation_différentielle_de_Clairaut.
- Clairaut's_equation sameAs Equazione_di_Clairault.
- Clairaut's_equation sameAs クレローの方程式.
- Clairaut's_equation sameAs Vergelijking_van_Clairaut.
- Clairaut's_equation sameAs Równanie_różniczkowe_Clairauta.
- Clairaut's_equation sameAs Equação_de_Clairaut.
- Clairaut's_equation sameAs m.02bczs.
- Clairaut's_equation sameAs Q1094772.
- Clairaut's_equation sameAs Q1094772.
- Clairaut's_equation sameAs Clairaut's_equation.
- Clairaut's_equation wasDerivedFrom Clairaut's_equation?oldid=570821193.
- Clairaut's_equation isPrimaryTopicOf Clairaut's_equation.