- Inicio
- Análisis de app
- Electromagnetic Forces- EMF
- Electromagnetic Forces- EMF Vs. Linear equation in 2 variables
- Brasil
Electromagnetic Forces- EMF vs Linear equation in 2 variables Uso & Estadísticas
Electromagnetic Forces physics app has been designed for K12 students to describe the process of magnetic effect and magnetic force of current. This app helps students to learn about Fleming’s left-hand rule and describes cathode rays structure in an interactive way. In addition, the electromagnetic Forces app illustrates the uses of Cathode Ray Oscilloscope through 3D animations. Each section is explained in detail with diagrams, graphical representations and animations along with simple text explaining the concept.
Features of Electromagnetic Forces App:
Learn -This section describes the overall process of Electromagnet and Cathode Ray Oscilloscope with 3D animations.
Electromagnet - An electromagnet experiment using a wire & Fleming’s left-hand rule to check magnetic effect and magnetic force of current with interactive 3D animations.
Cathode rays - In this, cathode rays experimented through CRO (cathode ray oscilloscope) using electromagnetic forces process in an interactive way.
2) Practice - This section helps to practice the working process of electric motor and also observe the variations in sine wave graph with animated 3D experiments.
3) Quiz - Evaluate the knowledge gained from Electromagnetic Forces application through an interactive quiz with scoreboard.
This educational application helps students to understand electromagnet and cathode rays in an easy and quick method through interactive animations and experiments.
Download the Electromagnetic Forces app and other K12 education apps published by Ajax Media Tech Pvt Ltd to learn physics in an easy and interactive way. Unlike a static or video based education model, which is non-interactive, K12 simulator apps are fully interactive and developed based on adaptive learning.
- App Store de Apple
- Pagado
- Educación
Clasificación de tiendas
- -
Systems of linear equations in two variables app provide an easy way to help students to learn Algebra. Students can drag and drop or tap the numbers or variables of the equations to solve it. For example:students can click the numbers or variables to calculate it or drag and drop numbers,variables for substitution or Shift regulation.
In addition, this app use reverse thinking, built-random way to generate the questions, so any time you can have all the new questions to practice. Teachers can also use this app, ready to produce 20 exam questions, email them to print.
This app contains the following features:
1. Solving systems of linear equations in two variables - by elimination method
2. Solving systems of linear equations in two variables - by substitution method
More than two kinds of problem-solving methods, are using drag-and-click method, so students can easily learn of systems of linear equations.
3. Random generate Exam paper of system of linear equations and teacher can email it and print it out for students' Exam.
4. Solving systems of linear equations in two variables Calculator and graphing line function - students can input their own equations to calculate it and graphing the lines。
5. Solve by Graphing - the app will random give 2 equations and user can input the coordinates of the equations then the app will graphing the lines of 2 equations.
- App Store de Apple
- Pagado
- Educación
Clasificación de tiendas
- -
Electromagnetic Forces- EMF frente a Linear equation in 2 variables: comparación de la clasificación
Comparar la tendencia de clasificación de Electromagnetic Forces- EMF en los últimos 28 días con Linear equation in 2 variables
Rank
No hay datos disponibles
Comparación de las clasificaciones Electromagnetic Forces- EMF frente a Linear equation in 2 variables por países
Comparar la tendencia de clasificación de Electromagnetic Forces- EMF en los últimos 28 días con Linear equation in 2 variables
No hay datos para mostrar
Compara con cualquier sitio gracias a nuestra prueba gratuita
Electromagnetic Forces- EMF VS.
Linear equation in 2 variables
15iciembre d, 2024