CogMath365 is made and published by Seonghyeon kim. AppBrain is an independent app data site and isn't affiliated with Seonghyeon kim. The app name, icon, screenshots and description belong to Seonghyeon kim and are shown as published on the App Store.
AppBrain's verdict
- Last updated
- January 28, 2024
Releases
Updates seen on the App Store- Version
- 1.1
- Launched
- October 2023
No changelog data
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Technology
Found in the app by AppBrain- Price
- Free
- App size
- 130.2 MB
- Content rating
- Everyone
Technologies used by CogMath365
About the app and developer
About CogMath365
CogMath365 was a games app developed by Seonghyeon kim. It was removed from the App Store Feb 5, 2026.
User Ratings
The app had no ratings.
App Information
CogMath365 was free. The app size was 130.24 MB. The last available version was 1.1. The last update was on January 28, 2024.
Technical Requirements
The app had a content rating of Everyone. The app had been available on the App Store since October 2023.
Developer information for Seonghyeon kim
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Store listing
By Seonghyeon kim, from the App StoreSimilar apps
Description by Seonghyeon kim Written by the developer, not by AppBrain. Click to read.
단계는 아래와 같이 구성되어있습니다.
1단계: 1자리수 대소비교 (두 수의 비교: 5, 7)
2단계: 1자리수 덧셈
3단계: 1자리수 덧셈의 대소비교 ( 2+7, 3+4)
4단계: 1자리수 뺄셈
5단계: 1자리수 뺄셈의 대소비교 ( 7-3, 3-1)
6단계: 2자리수 덧셈
7단계: 2자리수 뺄셈
8단계: 2자리수 덧셈/뺄셈의 대소비교 (11+4, 20-2)
9단계: 1자리수 * 1자리수 곱셈
10단계: 3자리수 덧셈
11단계: 3자리수 뺄셈
12단계: 2자리수 * 1자리수 곱셈
13단계: 4자리수 덧셈
14단계: 4자리수 뺄셈
It's a simple math arithmetic game for the elderly with dementia.
The steps are organized as follows.
Step 1: One-digit comparison (two-digit comparison: 5, 7)
Step 2: Add 1 digit
Step 3: Compare the magnitude of single digit addition (2+7, 3+4)
Step 4: Subtract 1 digit
Step 5: Comparison of single digit subtraction (7-3, 3-1)
Step 6: Two-digit Addition
Step 7: Subtracting 2 digits
Step 8: Comparison of two-digit addition and subtraction (11+4, 20-2)
Step 9: 1 digit multiplication * 1 digit multiplication
Step 10: Add 3-digit numbers
Step 11: Subtract 3 digits
Step 12: 2 digit multiplication * 1 digit multiplication
Step 13: Four-digit Addition
Step 14: Subtract 4 digits