Métodos Numéricos

Very educational application with 3 types of solutions: Tabular, Iterations and sat.

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Application for solving equations in one variable (Nonlinear Equations)

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     This is the free version of the application, including a sample of the features of the application and some publicity.

Very didactic application because it has three types of solution:

- -Tabular: Where presents a table with values ​​concentrates obtained in stages of solution.

--Iteraciones: A breakdown of iterations with all the necessary calculations as well as substitutions in the function provided by the user.

- Solution: Only the final solution are presented.

In addition:

- The application accepts writing function.

- You can set the maximum number of iterations (default value: 40).

- You can specify the number of decimal places to be used in the calculations (default value: 8 digits).

- The application has been tested on tablet 7 ", 9" and 10 "as well as smartphone 4.5" and 5 ".

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The methods included are:

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- Sequential Approach

- Simple Iteration

- Bisection

- Regulates Falsi

- Drying

- Newton Raphson

- Von Mises (In the full version)

- Modified Newton Raphson (Version 1) (In the full version)

- Modified Newton Raphson (Version 2) (In the full version)

Each method includes theory with worked example (So far only in Spanish).

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Languages:

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- Spanish

- English

The standard language is Spanish.

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Error Handling

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The application uses the absolute error.

You can set the number of decimal places to be used in the calculations. (Icon 0.000).

You can configure the maximum number of iterations.

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Solutions available:

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 - Tabular

        Values ​​obtained concentrate in iterations.

 - Iterations

        List of iterations with their respective replacements

 - Only root

        Final result.

Furthermore, Newton Raphson methods, Newton Raphson von Mises and can work with modified analytical or numerical derivative derived.

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The application supports:

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 - Write the equation.

 - Mathematical Functions.

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Supported functions and constants:

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- Number Pi (Pi)

- Number and (e)

- Square root (sqrt)

- Cube root (cbrt)

- Trigonometric Seno (no)

- Trigonometric cosine (cos)

- Trigonometric tangent (tan)

- Inverse Sine (asin)

- Inverse cosine (ACOS)

- Tangent inverse (tie)

- Inverse tangent 2 (atan2)

- Hyperbolic sine (sinh)

- Hyperbolic cosine (cosh)

- Hyperbolic tangent (tanh)

- Drying (sec)

- Cosecant (vin)

- Cotangent (cotan)

- Drying reverse (asec)

- Reverse Cosecant (acosec)

- Cotangent reverse (dimensioned)

- Hyperbolic secant (sech)

- Hyperbolic Cosecant (cosech)

- Hyperbolic Cotangent (cotanh)

- Inverse Hyperbolic Sine (asinh)

- Inverse hyperbolic cosine (acosh)

- Inverse hyperbolic tangent (atanh)

- Cotangent inverse hyperbolic (acotanh)

- Inverse hyperbolic secant (asech)

- Cosecant inverse hyperbolic (acosech)

- Natural logarithm (log)

- Base 10 logarithm (log10)

- Natural inverse logarithm (exp)

- Reverse decimal logarithm (alog10)

- Hypotenuse (hypot)

- Maximum of 2 (max)

- Minimum of 2 (min)

- Absolute Value (abs)

- Conversion from radians to degrees (toDegrees)

- Conversion of degrees to radians (toRadians)