Perform interpolation using different methods including :
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General Method
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Lagrange Method
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Newton-Gregory Forward & Backward Subtractions Method
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Newton Forward & Backward Divided Subtractions Method
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Least Squares Method
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Spline Method
Calculate definite integrals of functions using different methods including :
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Rectangular Method
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Trapezoidal Method
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Simpson's 1/3 Method
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Simpson's 3/8 Method
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Paul's Method
Compute derivatives of functions using different methods including :
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Lagrange Method
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Newton-Gregory Forward & Backward Subtractions Method
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Central & Forward & Backward Subtractions Method
Solve differential equations using different methods including :
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Euler's Method
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Taylor's Method
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Secant Method
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Modified Euler Method
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Heun's Method
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Ralston's Method
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Runge-Kutta Method
Solve non-linear equations using different methods including :
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Bisection Method
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False Position Method
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Secant Method
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Newton-Raphson Method
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Halley's Method
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Fixed Point Iteration Method
Solve systems of non-linear equations using :
- Newton-Raphson Method
Perform operations on polynomials using Horner's Method including :
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Get value at x
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Divide on (x-a)
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Get the direvative at x
Evaluate functions based on expressions , supported function :
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Polynomials : e.g. x^3 + 3*x - 5
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Exponential : e.g. exp(x^2)
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Binary Logarithm : e.g. log(1+2*x)
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Trigonometric Functions : e.g. sin(x) ,cos(x) ,tan(x)
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Inverse Trigonometric Functions : e.g. asin(x) ,acos(x), atan(x)
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Hyperbolic Trigonometric Functions : e.g. sinh(x) ,cosh(x) ,tanh(x)
Generate functions from given points , supported points :
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Double : e.g. 12.9812
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Integer : e.g. 98
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PI Number : e.g. pi ,2*pi ,pi/2
Support two langauges :
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Arabic (default)
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English
Support 15 themes :
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7 Light Themes
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8 Dark Themes
- Can provide accuracy from 1 up to 30 digit after the comma
Numerical Analysis Calculator provides a user-friendly and intuitive interface for interacting with the application Examples :
This project comes with three installer. Two for Windows and one for Unix system :