About
This app helps middle school students master angle problems in geometry for entrance exams. It breaks down complex concepts into "14 techniques" and uses intuitive digital operations to build logical problem-solving skills.
What's New in 中学受験算数 究極の平面図形＜角度＞
1.0.3
July 29, 2026
いつもご利用いただきありがとうございます！ 究極シリーズへの紹介リンク先を新しいWEBサイトへ変更しました。 ぜひ他のシリーズもチェックして、遊んでみてくださいね！ それでは引き続き、楽しんで学習を続けましょう！
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FAQ
What is 究極の平面図形＜角度＞?
究極の平面図形＜角度＞ is an educational app designed to help middle school students master angle problems in geometry for entrance exams. It breaks down complex concepts into "14 techniques" and uses intuitive digital operations to build logical problem-solving skills.
Does 究極の平面図形＜角度＞ have ads?
No, 究極の平面図形＜角度＞ does not contain advertisements. The app is ad-free, allowing for an uninterrupted learning experience.
What is the learning methodology of 究極の平面図形＜角度＞?
The app organizes geometric properties into "14 techniques" and guides users through a process of selecting the correct technique and applying it to solve problems. This method aims to develop logical reasoning and the ability to identify the key steps in problem-solving.
How does 究極の平面図形＜角度＞ track progress?
Upon completing each problem, users can proceed to the next one, implying a sequential progression through the material. While specific progress tracking features are not detailed, the app's design suggests a focus on mastering each problem to unlock the next.
What devices does 究極の平面図形＜角度＞ support?
究極の平面図形＜角度＞ is available on iPhone, iPad, and iPod. It is designed for Apple mobile devices.
How often is 究極の平面図形＜角度＞ updated?
The app was last updated on May 26, 2026, with version 1.0.2. This indicates a recent update, suggesting ongoing development and support.
What is the age rating for 究極の平面図形＜角度＞?
究極の平面図形＜角度＞ has an age rating of 4+. This indicates it is suitable for a wide range of users, including young learners.
What are the "14 techniques" in 究極の平面図形＜角度＞?
The "14 techniques" refer to a structured breakdown of geometric properties and strategies specifically for solving angle problems. The app uses these techniques to guide users in logically deriving answers and understanding the core concepts of geometry.