## Quadrature Calculator Precision 72

## Developer’s Description

Quadrature Calculator Precision 72 calculates definite integrals of large variety of functions by tanh-sinh quadrature scheme. Numerical values are calculated with precision 72 digits. Also uncertainty of result is computed.All calculation results are reflected in History rich-text-box, which can be saved in file or printedQuadrature Calculator Precision 72 is a mathematical software used by researchers , teachers, scientists , engineer and stundents for complex calculations.

The software is compatible with Windows 2000, XP, Vista and Windows 7.The calculator is used in order to calculate definite integrals that may contain many function from the quadrature scheme. The precision of the calculation is up to 72 digitsQuadrature Calculator Precision 72 calculates definite integrals of a wide variety of functions by the tanh-sinh quadrature scheme. Numerical values are calculated with a precision of 72 digits. Also uncertainty of the result is computed.All calculation results are reflected in the rich-text-box, which can be saved to file or printed

The software is compatible with Windows 2000, XP, Vista and Windows 7.The calculator is used in order to calculate definite integrals that may contain many function from the quadrature scheme. The precision of the calculation is up to 72 digitsQuadrature Calculator Precision 72 calculates definite integrals of a wide variety of functions by the tanh-sinh quadrature scheme. Numerical values are calculated with a precision of 72 digits. Also uncertainty of the result is computed.All calculation results are reflected in the rich-text-box, which can be saved to file or printed

**Limitations** :.

<p>3 days

Quadrature Calculator Level 2 Description

Quadrature Calculator calculates definite integrals of large variety of functions by tanh-sinh quadrature scheme. Numerical values are calculated with precision 15-16 digits. All calculation results are reflected in History rich-text-box, which can be saved in file or printed.

Gauss–Legendre quadrature rules are of considerable theoretical and practical interest because of their role in numerical integration and interpolation. In this paper, a series expansion for the zeros of the Legendre polynomials is constructed. In addition, a series expansion useful for the computation of the Gauss–Legendre weights is derived. Together, these two expansions provide a practical and fast iteration-free method to compute individual Gauss–Legendre node-weight pairs in O(1) complexity and with double precision accuracy. An expansion for the barycentric interpolation weights for the Gauss–Legendre nodes is also derived. A C++ implementation is available online.

### License Key

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### Product Key

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### Registration Key

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### How do I download a file?

To download a file, visit the website where it is available. Tap the Download link or Download picture after touching and holding the item you wish to download. Then, open the Downloads app to view every file you've downloaded to your smartphone. Find out more about how to manage downloaded files.### How can I download software for PC?

Find a.exe file and download it.Double-click the.exe file after finding it. (You may often find it in your Downloads folder.)

There will be a dialogue box. Install the program according to the instructions.

Installing the program is planned.