MagneticAR vs. Finding the Equation of a Line Utilizzo e statistiche

It is a very simple screen. To use it, just press a button. You can visualize magnetic field objects in the screen.  You can intuitively understand the direction and strength of the magnetic field.
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This game is designed to help students practice finding Linear Equations in Slope-intercept form. Students will find the Linear Equation given a graph, given the slope and y-intercept, given the slope and a point, and given two points. Students are shown one question at a time and love getting instant feedback on their answers! This is an engaging activity for your students that requires no prep from you. Perfect to use in the classroom or with distance learning! Use in multiple places: This game can be used at school on 1:1 devices, during math centers, for hybrid learning, home learning, remote learning/distance learning and more! It’s fun!  It’s interactive, nice to look at, and different from the standard paper and pencil.  Kids can earn badges for doing well, making it feel like they are playing a game rather than learning. Each time you play, the questions will change so the game is always fresh and fun! Key Features: AI-generated unlimited questions. Each game session provides new challenges. Nice GUI with a simple user-friendly design. Built in pen tool! No need internet connection to play. No complicated rules or registration required. No in-app purchases. No third-party ads. %100 safe. Compatible with iPhone, iPad, and iPod touch. Grade Levels : 7th, 8th, 9th, 10th, Homeschool. If you enjoy this product, please leave a rating and comment. It helps me to design resources that meet the needs of my customers! If you have any questions, comments, more ideas, please feel free to e-mail me: support@mathminigames.com Thank you for visiting my store and have a great day!
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MagneticARRanking a confronto con Finding the Equation of a Line

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Confronta la tendenza di classifica MagneticAR nei ultimi 28 giorni rispetto a Finding the Equation of a Line

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MagneticAR VS.
Finding the Equation of a Line

18icembre d, 2024