# SIMPLIFYING EQUATIONS : INTRODUCTION, TERMINOLOGY, TYPES, SOLUTIONS, WORD PROBLEMS OF EQUATIONS

Please study Basic Algebra before Simplifying Equations
if you have not already done so.

### Equation before Simplifying Equations

For the introduction of equations
and the associated terminology,
such as Open Sentence, Equation,
Solution or Root(s) of an Equation,
Domain of the variable and
Kinds of Equations go to

Math Equations.

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The following Links take you to
different types of Equations and
their solutions and the
Word Problems on Equations :

I) For learning solving of linear equations
with a Number of Solved Examples and
many problems for practice with answers,
Go to

Linear Equations,

II) Here is a link for solving of
Algebra Word Problems ( Math Word Problems )
involving linear equations with one variable
with a lucid explanation of the method of
solution with a Number of Solved Examples

Word Problems on Linear Equations,

III) To master solving of linear
equations in two variables,
solving of word problems by
writing the word statements
in the symbolic language; with
the help of a Number of
Solved Examples and Exercises

Linear Equations in two variables,

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IV)In Simplifying Equations, we now deal with Quadratics

Do you feel
a challenge ?
No longer, if you study
the lucid explanation of the method
and many Solved Examples given here.
Check your mastery by solving the
Exercise Problems that are given

V) In Simplifying Equations, now
You will find
Relation between roots and coefficients,
Nature of the roots,
Finding Quadratic Equation whose roots are given,
Application to Problems with Examples, Exercises
at

VI) In Simplifying Equations, next is
Learning "to write the word statements
in the symbolic language so as to form a
Quadratic Equation and then solving it"
can only be mastered by studying
a number of Examples and practicing
to solve a number of problems.
This exact help is provided at

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VII) With the above topic, we can stop
"Simplifying Equations" topic.
However, we don't stop with Quadratic Equations.
We help solving Equations of Third and Higher Degree too.
These higher degree polynomial equations are to be solved
using Theory of Equations which deals with the relation
between the roots and the coefficients of the equation.
As usual, we provide Number of Solved Examples and Exercises
along with the lucid reasoning behind the method.
Perhaps, this is a topic of college Algebra.
If you want to learn, click on

Soving Equations of Third and Higher Degree.

For the introduction of
Algebra Inequalities, and the
associated terminology,
the discussion of Linear and
their Solutions, Go to

Solving Inequalities

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