Header Banner
wonderhowto.mark.png
Gadget Hacks Next Reality Food Hacks Null Byte The Secret Yumiverse Invisiverse Macgyverisms Mind Hacks Mad Science Lock Picking Driverless
Home
Math

How to Solve First Degree Equations?

Mar 29, 2011 12:14 PM

How To Solve First Degree Equation?

First degree equations are very common form of mathematics used every day in our life.

How to Solve First Degree Equations

In next Pictures; i will show you how to form and solve simple and complicated first degree equations.

First degree equations with examples

First degree equation has only a single unknown derivative. let's see the above 3 examples

First Degree Equations: Example of solving an equation.

The above picture show the way to solve simple equations. we move the digits in side of "X" to the other side and simple we get the answer.

First Degree Equations Example with Solution Steps

Another example for simple equation

First degree equations with examples and solutions.

This example is not so easy as previous example. But let's do the same way

The next example is a complicated 1st degree equation 

Equation involving fractions and variable x.

we made a modification for the left part of the equation by unifying its part

Mathematical equation involving variables and fractions.

we multiply the entire equation by 12

Mathematical equation involving algebraic expressions and operations.

You see the equation appear more simpler

Algebraic equation with variable x: 18x - 2 - 15x + 9 + 12x = 10x + 36.

we do the previous technique of moving digits from side to side

It become more simpler

Final we get X!

As you see first degree equation is very simple form of equations. Whatever its complicity, we still solve it with same technique

You already know how to use your phone. With Gadget Hacks' newsletter, we'll show you how to master it. Each week, we explore features, hidden tools, and advanced settings that give you more control over iOS and Android than most users even know exists.

Sign up for Gadget Hacks Weekly and start unlocking your phone's full potential.

Related Articles

Comments

No Comments Exist

Be the first, drop a comment!