quadrature (Meaning)
quadrature (n)
the construction of a square having the same area as some other figure
quadrature (a.)
The act of squaring; the finding of a square having the same area as some given curvilinear figure; as, the quadrature of a circle; the operation of finding an expression for the area of a figure bounded wholly or in part by a curved line, as by a curve, two ordinates, and the axis of abscissas.
A quadrate; a square.
The integral used in obtaining the area bounded by a curve; hence, the definite integral of the product of any function of one variable into the differential of that variable.
The position of one heavenly body in respect to another when distant from it 90
Synonyms & Antonyms of quadrature
No Synonyms and anytonyms found
quadrature Sentence Examples
- Quadrature refers to the process of finding the area enclosed by a curve.
- Mathematicians use numerical methods for quadrature when exact solutions are not feasible.
- The method of rectangles is a basic technique for numerical quadrature.
- The trapezoidal rule is another common method for approximating quadrature.
- Simpson's rule offers higher accuracy than the trapezoidal rule for numerical quadrature.
- The Gaussian quadrature method is often used for accurate quadrature of integrals.
- Engineers rely on quadrature techniques to approximate definite integrals in various applications.
- Quadrature formulas allow for the approximation of integrals without the need for analytical solutions.
- Quadrature errors can occur when using numerical methods to approximate integrals.
- Quadrature is essential for solving problems in physics, engineering, and other scientific disciplines.
FAQs About the word quadrature
the construction of a square having the same area as some other figureThe act of squaring; the finding of a square having the same area as some given curvilinea
No synonyms found.
No antonyms found.
Quadrature refers to the process of finding the area enclosed by a curve.
Mathematicians use numerical methods for quadrature when exact solutions are not feasible.
The method of rectangles is a basic technique for numerical quadrature.
The trapezoidal rule is another common method for approximating quadrature.
