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About
This app simplifies complex decision-making processes by using mathematical algorithms and a user-friendly interface. It helps users objectively compare options based on defined criteria, making choices about major life events easier.
What's New in Choice it easy!
1.2
December 9, 2021
+ Sync data with iCloud + Bugs fixed + Improved UI, UX + IOS 15 support
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FAQ
How does Choice it easy! help with difficult decisions?
Choice it easy! utilizes sophisticated mathematical algorithms, including multivariate analysis and hierarchy analysis, to help you make objective and rational decisions. It guides you through defining criteria and comparing options systematically.
What kind of decisions can I use Choice it easy! for?
The app is designed for a wide range of significant decisions, such as choosing a school for a child, buying a car or apartment, or starting a business. Any situation requiring comparison of multiple options against various criteria can benefit.
Is Choice it easy! free to use?
Yes, Choice it easy! is available for free. There are no costs associated with downloading or using its core decision-making features.
What devices does Choice it easy! support?
Choice it easy! is available on iPhone, iPad, and iPod. It is designed to work across these Apple mobile devices.
How often is Choice it easy! updated?
The app was last updated on December 9, 2021, with version 1.2. While not updated frequently, it offers a stable set of features for decision analysis.
What is the age rating for Choice it easy!?
Choice it easy! has an age rating of 4+. This indicates it is suitable for users of all ages, with no mature content.
Does Choice it easy! have ads?
No, Choice it easy! does not contain advertisements. Users can make decisions without interruption.
How does the hierarchy analysis method work in Choice it easy!?
The hierarchy analysis method allows you to break down complex decisions into smaller, manageable parts. You can assign weights to different criteria, enabling a more structured comparison of your options based on their relative importance.





