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Precize Basic Mathematics MDC BA/BSC 1st Semester PU

Precize Basic Mathematics MDC BA/BSC 1st Semester PU

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  • Q1
    What topics are covered in "Precize Basic Mathematics-I"?
    A1

    The book covers foundational concepts including sets, relations and functions, mathematical induction, matrices, determinants, statistics, linear inequalities, and permutations and combinations.

  • Q2
    How is the book structured?
    A2

    The book is divided into sections that systematically cover various mathematical concepts with clear explanations, practical examples, and exercises for effective learning.

  • Q3
    Does this book include practical applications of mathematical concepts?
    A3

    Yes, the book emphasizes practical applications, particularly in sections like matrices, determinants, and statistics, illustrating how concepts relate to real-world scenarios.

  • Q4
    Can this book be used for self-study?
    A4

    Absolutely! With its clear explanations, structured approach, and numerous practice problems, "Precize Basic Mathematics-I" is well-suited for self-study and independent learning.

  • Q5
    Is there a focus on graphical representation of concepts?
    A5

    Yes, particularly in the section on linear inequalities, the book discusses graphical solutions, helping students visualize mathematical relationships.

  • Q6
    How does the book approach the topic of statistics?
    A6

    The statistics section revisits measures of dispersion like range, mean deviation, variance, and standard deviation, providing a comprehensive understanding of data analysis fundamentals.

  • Q7
    Does the book provide exercises for practice?
    A7

    Yes, each chapter includes a variety of exercises aimed at reinforcing the concepts learned, promoting active engagement and mastery of the subject.

  • Q8
    Are there problem-solving strategies included in this book?
    A8

    Yes, the sections on permutations and combinations specifically include strategies for solving various mathematical problems, enhancing critical thinking skills.

  • Q9
    What types of mathematical proofs are introduced in this book?
    A9

    The book introduces the principle of mathematical induction, a vital proof technique used in higher mathematics, alongside practical exercises for reinforcement.

  • Q10
    What is the significance of the NEP 2020 in the context of this textbook?
    A10

    The alignment with NEP 2020 ensures that the content is relevant, modern, and designed to enhance the overall educational experience for students.

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