Here students can find the class 11 Maths revision notes Chapter 6 Linear Inequalities. Students will find the definition of all the important topics in Maths such as types of inequalities, rules of inequalities etc.
For your convenience, we have shown you the procedure to solve a linear inequality
- Simplify both sides by removing group symbols and collecting like
terms.
- Remove fractions by multiplying both sides by an appropriate
factor.
- Isolate all variable terms on one side and all constants on the
other side.
- Make the coefficient of variable 1 and get the solution
(whenever coefficient of x is negative multiply throughout by -1 so
that the inequality is reversed.
Eg -2x ≥ 5
2x ≤ -5
x ≤-5/2
x ≤ -2.5 therefore solution is (-∞,-2.5]
Note: If x≥ 0, y≥0 is given in question every point in the shaded
region in the first quadrant including the points on the line and the
axis represents the solution of the given system of inequalities.
They will also see the definition of numerical, literal, double, strict, slack types of inequalities etc. along with that, they will be exposed to a graph showing the graphical solution of linear inequalities in 2 variables. These notes will be very helpful to students who can find all the important concepts related to this chapter.
Students can access the complete notes of Class 11 Maths Chapter 6 by clicking the link below:
CBSE Class 11 Maths Notes Chapter 6 Linear Equations
Also Read:
| Linear Inequalities in Two Variables | Solving Inequalities |
| Representation of Linear Inequalities In one Variable on Number line |
Frequently asked Questions on CBSE Class 11 Maths Notes Chapter 6: Linear Inequalities
What are ‘Invariable numbers’?
Invariable numbers mean: not changing or capable of change
What is ‘Coefficient’?
Any of the factors of a product considered in relation to a specific factor is called the ‘Coefficient’.
Who found the subject ‘Maths’?
Archimedes is a famous Greek Mathematician who is regarded as the Father of Mathematics.
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