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First Degree Equation : ax+b=c

First Degree Equations (Linear Equations)

First Degree Equations (Linear Equations)

First Degree Equation : ax+b=c

by Paulo Narra
First Degree Equation : ax+b=c
First Degree Equation : ax+b=c
First Degree Equation : ax+b=c

What is it about?

First Degree Equations (Linear Equations)

First Degree Equation : ax+b=c

App Details

Version
1.3
Rating
NA
Size
79Mb
Genre
Education
Last updated
October 23, 2018
Release date
June 26, 2017
More info

App Screenshots

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App Store Description

First Degree Equations (Linear Equations)


Application that explains how to solve first-degree equations (linear equations) with a variable.

For easier learning, start by reviewing subtraction and multiplication with parentheses.
It explains in detail the manipulation of first degree equations, with or without variable on both sides, with or without fractions.

To consolidate knowledge, has a set of "real world" problems

Application content

Lesson 01 :: Subtraction Review

Definition of subtraction (the process of removing one number from another)
Different rules (step by step explanation)
Practice and Review (with progression check)


Lesson 02 :: Parentheses Review

Use of Parentheses
Subtracting with Parentheses (step by step explanation)
Multiplying with Parentheses (step by step explanation)
Practice and Review (with progression check)


Lesson 03 :: Introduction to First-Degree Equations

Definition
Names of Degrees
Different rules (step by step explanation)
Practice and Review (with progression check)


Lesson 04 :: First-Degree Equations with variable in both sides

Work with one variable in both sides
Different rules (step by step explanation)
Practice and Review (with progression check)


Lesson 05 :: First-Degree Equations with fractions

Work with fractions
Different rules (step by step explanation)
Practice and Review (with progression check)


Lesson 06 :: Final Review

Balance Problem (step by step explanation)
Distance Problem (step by step explanation)
Tennis Court Problem (step by step explanation)

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