defining equation वाक्य
उदाहरण वाक्य
मोबाइल
- The free variable " x " 0 corresponds to a source vertex " v " 0, thus having no defining equation.
- When the coefficients depends only on present and past values of " X ", the defining equation is called a stochastic delay differential equation.
- The solution of the telegrapher's equations can be expressed as an ABCD type " two-port network " with the following defining equations
- For more advanced treatments the equation may have to be written in an equivalent but alternative form using other defining equations for the definition to be useful.
- In order for it to become a proper definition both the quantity and the defining equation, including the value of any constant factor, must be specified.
- By the intermediate value theorem, there exists an intermediate t _ r with f ( t _ r ) = 0, the defining equation of the retarded time.
- Like PRA, ERA can be defined in an entirely logic-free manner, with just the rules of substitution and induction, and defining equations for all elementary recursive functions.
- Shock-wave data for the compressibilities of Cu, Mo, Pd and Ag were available at this time and could be used to define equations of states up to Mbar pressure.
- ""'Definitions vs . theorems " "': There is a very important difference between defining equations and general or derived results, theorems or laws.
- Write x = \ rho \ cos \ theta, y = \ rho \ sin \ theta in the defining equation and solve for \ rho as a function of \ theta.
- In other words, an absolutely irreducible algebraic set is a synonym of an algebraic variety, which emphasizes that the coefficients of the defining equations may not belong to an algebraically closed field.
- A single defining equation shouldn't contain " one " quantity defining " all other " quantities in the " same equation ", otherwise contradictions arise again.
- In a language that supports lazy evaluation, like in Haskell, it is possible to define a fixed-point combinator using the defining equation of the fixed-point combinator which is conventionally named fix.
- Defining equations are normally formulated in terms of elementary algebra and calculus, complex-valued for theoretical advantage, but for a physical measurement the real part is relevant, the imaginary part can be discarded.
- If the negative Pell equation does have a solution for a particular " n ", its fundamental solution leads to the fundamental one for the positive case by squaring both sides of the defining equation:
- Notice that the scaling of \ mathbf { a } or \ mathbf { A } is not important ( except that it must be non-zero ) since the defining equations already allow for unknown scaling.
- A defining equation only defines how calculate the defined quantity, it " cannot " describe how the quantity varies as a function of other parameters since the function would vary from one application to another.
- Every algebraic plane curve has a degree, the degree of the defining equation, which is equal, in case of an algebraically closed field, to the number of intersections of the curve with a line in general position.
- Being a quadratic polynomial with no multiple root, the defining equation " 1 } } has " two " distinct solutions, which are equally valid and which happen to be additive and multiplicative inverses of each other.
- Unlike PRA, however, the elementary recursive functions can be characterized by the closure under composition and projection of a " finite " number of basis functions, and thus only a finite number of defining equations are needed.
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