About
This tool aids in developing a deeper understanding of number concepts and relationships through visual models. It supports exploration of number relationships, composition/decomposition, subitizing, counting, and basic operations. Users can customize the visual aids and use interactive features to communicate mathematical thinking.
What's New in Rekenrek by mathies
1.3.1
December 7, 2018
- links to new support pages - minor bug fixes
User reviews
Developer apps
FAQ
What mathematical concepts does Rekenrek help with?
Rekenrek helps with understanding number relationships using anchors of 5 and 10, representing numbers in different ways, composing and decomposing numbers, subitizing, counting principles, addition and subtraction, multiplicative thinking, and visualizing division facts.
How can I customize the Rekenrek tool?
You can adjust the number of rows, choose a background color, and select bead colors. You can also use resizable shades to hide beads and focus attention.
Is Rekenrek suitable for young children?
Yes, Rekenrek is designed for children aged 4 and up, making it suitable for early elementary education and building foundational math skills.
Does Rekenrek have ads?
No, Rekenrek is ad-free, providing an uninterrupted learning experience for users.
What devices does Rekenrek support?
Rekenrek is available on iPhone, iPad, and iPod, allowing for flexible use across Apple devices.
How often is Rekenrek updated?
The app was last updated on December 7, 2018, with version 1.3.1. While updates may not be frequent, the core functionality remains stable for its educational purpose.
What is the user feedback on Rekenrek?
Based on the available data, Rekenrek has a rating of 2.5 stars from 2 ratings. This suggests a mixed user reception, with potential areas for improvement in user experience or feature set.
Can I save my work or progress in Rekenrek?
The description does not mention specific features for saving work or progress. However, the 'pencil' button allows users to communicate their thinking or highlight features of their representation, suggesting interactive elements for demonstration.






