Development of wolfram mathematica application-assisted learning module on derivative in high school (2024)

FAQs

Is Mathematica a high level language? ›

Mathematica's very high-level character and unified scalable architecture makes it possible to start creating sophisticated programs almost immediately, and then smoothly transition to full production systems deployed in enterprise, web and other environments—with long-term stability and automatic seamless algorithm ...

MATLAB is easier if you have used procedural programming and want to build algorithms with subroutines, and especially if you are primarily after numerical results. Mathematica is more difficult to learn and to use, but I use it more than MATLAB because I use COMSOL and Excel for most numerical crunching.

1 The derivative of a function f, denoted f′, is f′(x)=limΔx→0f(x+Δx)−f(x)Δx. We know that f′ carries important information about the original function f.

It is a high-level programming language that is used for performing mathematical computing. It is a universal language that helps you to model any computational language. Development in MATLAB is slow. Development in Mathematica is fast compared to MATLAB.

Explore other competing options and alternatives. Other important factors to consider when researching alternatives to Mathematica include user interface and functionality. The best overall Mathematica alternative is MATLAB. Other similar apps like Mathematica are Scilab, GNU Octave, Maple, and SageMath.

It is too slow for many information innovation and in part to restricted to a tough internet integration. Efforts for integration of for example information markups from standards of the ISOOSI stack and else are missing or to tedious to program from scratch. Mathematica is not very well at import and export.

The first part of the book introduces Mathematica s syntax and commands useful in solving engineering problems. Tables are used extensively to illustrate families of commands and the effects that different options have on their output.

Physicists are usually introduced to Mathematica as an application program that takes integrals and plots stuff. Most physicists probably don't even think of Mathematica as a computer language, which is fine, since most physicists probably don't need to perform much serious computing.

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What language is used in Mathematica? ›

It was conceived by Stephen Wolfram, and is developed by Wolfram Research of Champaign, Illinois. The Wolfram Language is the programming language used in Mathematica.

Unlike other systems, Mathematica applies intelligent automation in every part of the system, from algorithm selection to plot layout and user interface design. You get reliable, high-quality results without needing algorithm expertise—and even if you're an expert, you get results faster.

Mathematica features two functions for solving ODEs: DSolve and NDSolve. DSolve is used when the user wishes to find the general function or functions which solve the differential equation, and NDSolve is used when the user has an initial condition. The prompts for the functions are quite similar.

How to Differentiate Modulus Function? We have f(x) = |x| is equal to x if x > 0 and -x if x < 0, hence, the derivative of modulus function is 1 if x > 0 and -1 if x < 0. The derivative of the modulus function is not defined for x = 0.

The first notation is to write f′(x) for the derivative of the function f(x). This functional notation was introduced by Lagrange, based on Isaac Newton's ideas. The dash in f′(x) denotes that f′(x) is derived from f(x). The other notation is to write dydx.