First Degree Equation (ax+b=c)
First Degree Equation (ax+b=c) is made and published by Paulo Narra. AppBrain is an independent app data site and isn't affiliated with Paulo Narra. The app name, icon, screenshots and description belong to Paulo Narra and are shown as published on the App Store.
AppBrain's verdict
- Last updated
- November 13, 2023
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Releases
Updates seen on the App Store- Version
- 5.1
- Launched
- February 2018
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Technology
Found in the app by AppBrain- Price
- $2.99
- App size
- 42.5 MB
- Content rating
- Everyone
Technologies used by First Degree Equation (ax+b=c)
About the app and developer
About First Degree Equation (ax+b=c)
First Degree Equation (ax+b=c) is an education app developed by Paulo Narra.
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Is First Degree Equation (ax+b=c) free?
First Degree Equation (ax+b=c) costs $2.99. The app size is 42.54 MB. The latest version available is 5.1. The last update was on November 13, 2023.
What are the requirements for First Degree Equation (ax+b=c)?
The app has a content rating of Everyone. The app has been available on the App Store since February 2018.
Developer information for Paulo Narra
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Store listing
By Paulo Narra, from the App StoreDescription by Paulo Narra Written by the developer, not by AppBrain. Click to read.
Lesson 01 :: Subtraction Review
- Definition of subtraction
- Different rules (step by step)
- Practice and Review (with evaluation)
Lesson 02 :: Parentheses Review
- Use of Parentheses
- Subtracting with Parentheses (step by step)
- Multiplying with Parentheses (step by step)
- Practice and Review (with evaluation)
Lesson 03 :: First-Degree Equations
- Definition
- Names of Degrees
- Different rules (step by step)
- Practice and Review (with evaluation)
Lesson 04 :: First-Degree Equations with variable
- Work with one variable in both sides
- Different rules (step by step)
- Practice and Review (with evaluation)
Lesson 05 :: First-Degree Equations with fractions
- Work with fractions
- Different rules (step by step)
- Practice and Review (with evaluation)
Lesson 06 :: Final Review (Problems)
- Balance (step by step)
- Distance (step by step)
- Tennis Court (step by step)