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CBSE Class 11 Mathematics NCERT Solutions: Chapter 6, Linear Inequalities

Jun 5, 2018 17:00 IST
    Class 11 Maths NCERT Solutions
    Class 11 Maths NCERT Solutions

    NCERT books offer a number of problems based on every conceptual topic. Students are always advised to can practice all the NCERT questions as it helps them to assess their learning and prepare for the examinations. Practicing a variety of questions helps to strengthen the fundamentals of a topic which makes students efficient in solving different questions asked in exams based on that particular topic.

    Students should also get acquainted with the right method/ technique for solving the Mathematical questions as it is quite essential to write perfect solutions in exams and score good marks.

    For all the questions given in CBSE Class 11 Mathematics NCERT book we have collated detailed and accurate answers that will help students find the right approach to solve different questions.

    NCERT Solutions for CBSE Class 11 chapter- Linear Inequalities

    In this article, we are providing the NCERT Solutions for CBSE Class 11 Maths chapter- Linear Inequalities. Our subject experts have reviewed these NCERT solutions to provide you the error free content which will make it easy for you to make an effective preparation for the annual exams.

    Main topics discussed in Class 11 Mathematics chapter- Linear Inequalities are:

    • Introduction to inequalities
    • Algebraic solutions of linear inequalities in one variable and their graphical representation
    • Graphical solution of linear inequalities in two variables
    • Solution of system of linear inequalities in two variables. 

    Students may download all the NCERT Solutions for CBSE Class 11 Mathematics chapter – Linear Inequalities, in PDF format.

    Some of the questions and their solutions from NCERT Solutions for Class 11: Linear Inequalities, are as follows:

    To get the solutions for complete chapter, click on the following link:

    CBSE Class 11 Mathematics NCERT Solutions: Linear Inequalities

    DISCLAIMER: JPL and its affiliates shall have no liability for any views, thoughts and comments expressed on this article.

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