Online Mathematics simulations for education
Online mathematics simulations are an effective teaching tool for understanding the most complex concepts in this subject. They allow you to visualize problems, manipulate variables, and experiment interactively, making learning clearer, more dynamic, and more engaging. Explore the simulations below, organized by topic.

Mini diccionario STEM OnLine
Algebra
Branch studying structures and operations using symbols and formal rules.
Axiom
Statement or fundamental principle accepted without proof, forming the basis of a mathematical system.
Calculus
Branch of mathematics analyzing change using derivatives, integrals, and limits to solve continuous problems.
Definition
Precise explanation of the meaning of a concept within a formal system.
Function
Relation assigning to each element of a set exactly one element of another set.
Geometry
Studies properties and relations of points, lines, surfaces, and solids in space.
Proof
Logical reasoning establishing the truth of a theorem or mathematical proposition.
Theorem
Mathematical proposition provable from axioms and definitions within a logical system.
Variable
Symbol representing a value that can change within a set or mathematical relation.
What are mathematics simulations
Online mathematics simulations are interactive tools that allow students to explore and understand mathematical concepts in a visual and practical way. These simulations can be presented in the form of games, animations or interactive models, and usually include different variables and parameters that can be adjusted to modify the behavior of the system.
Advantages of using simulations to learn or teach mathematics
Simulations offer several advantages for education.
Visualization. They help students understand abstract concepts that might otherwise be difficult to visualize or understand. For example, a simulation can allow students to see how the graph of a function changes as its parameters are adjusted.
Interactivity. Simulations are interactive, meaning that students can experiment with different values and see how the outcome changes. This allows them to better understand the relationships between different variables and how they affect the results.
Experimentation. Simulations experiment with different situations and scenarios. For example, they can model a mathematical problem in a virtual environment and see how the solution changes if the initial conditions are changed. This helps students better understand how mathematical concepts apply in different situations.
Immediate feedback. Mathematical simulations can provide immediate feedback to students, letting them know if they have correctly understood a concept or if they need to work on it further. This also allows them to correct their mistakes immediately and improve their understanding.
Motivation. Simulations can make learning more fun and exciting for students. They may feel more motivated to learn mathematics if they have the opportunity to experiment with mathematical situations in a virtual environment.
In summary, mathematics simulations are valuable tools for education because they can help students understand abstract concepts, encourage active participation, and improve motivation and interest in mathematics.
Our simulations work online, it is not necessary to download any application or software tool, you just need to have on your computer, mobile or tablet any of the usual browsers (Chrome, Bing, Opera, etc.).

Mini diccionario STEM OnLine
Algebra
Branch studying structures and operations using symbols and formal rules.
Axiom
Statement or fundamental principle accepted without proof, forming the basis of a mathematical system.
Calculus
Branch of mathematics analyzing change using derivatives, integrals, and limits to solve continuous problems.
Definition
Precise explanation of the meaning of a concept within a formal system.
Function
Relation assigning to each element of a set exactly one element of another set.
Geometry
Studies properties and relations of points, lines, surfaces, and solids in space.
Proof
Logical reasoning establishing the truth of a theorem or mathematical proposition.
Theorem
Mathematical proposition provable from axioms and definitions within a logical system.
Variable
Symbol representing a value that can change within a set or mathematical relation.
Explore the exciting STEM world with our free, online, simulations and accompanying companion courses! With them you’ll be able to experience and learn hands-on. Take this opportunity to immerse yourself in virtual experiences while advancing your education – awaken your scientific curiosity and discover all that the STEM world has to offer!
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