Tag: Calculus
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Adaptive integration algorithm using RMS formulae
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Differentiation of Simple Algebraic Functions from first principles
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Computes an approximate solution to the Cauchy problem using Euler's method.
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First Order Differential Equations with worked examples
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Computes the definite integral of a function using the Gauss quadrature for 3 points.
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The solution of homogeneous differential equations including the use of the D operator
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Standard mathematical integrals
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An Introduction to the terms and definitions used in Differential Equations
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Linear simultaneous differential equations
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A guide to linear equations of second and higher degrees
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Examples showing how various functions can be integrated
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An Introduction to Partial Differential Equations
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Computes an approximate solution to the Cauchy problem using the 4th order Runge-Kutta method.
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Computes an approximate solution to a system of first-order ODE's using the 4th order Runge-Kutta method.
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This section contains worked examples of the type of differential equation which can be solved by integration
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Computes the definite integral of a function using Simpson's first rule.
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Computes the first and second derivatives of a function using the Taylor formula.
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Computes the first and second derivatives of a function at multiple points.
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Solving Differential Equations using the D operator
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Computes the definite integral of a function using the trapezoidal rule.