?Fundamentals of Mathematics? is a series of seven books designed to
provide comprehensive study material on specific areas in Mathematics.
The books are ideal companions of students aspiring to master a
particular subject area as per their individual requirements. All books
in this series provide extensive coverage of topics supported by
numerous solved examples. The concepts are explained meticulously with
ample illustrations and practice exercises with solutions. The books
also equip aspiring engineers aiming for IIT-JEE, AIEEE, bit-sat, and
other state Engineering entrance examinations. This series is
customized, class-tested and structure driven with conceptual approach
to the subject. The authority, command and experience of the author,
Sanjay Mishra is reflected in the clear explanations of complex concepts
and in the chapter-end exercises. Each volume in this series is planned
in a student-friendly manner to make the learning process easier, more
reflective and enjoyable. Salient features: a. Rich theory followed by
subjective and objective exercises B. Ample illustrations to aid
learning C. Tutorial exercises with MCQs, comprehension passages, column
matching and numerical integer type exercises.?Fundamentals of
Mathematics? is a series of seven books designed to provide
comprehensive study material on specific areas in Mathematics. The books
are ideal companions of students aspiring to master a particular subject
area as per their individual requirements. All books in this series
provide extensive coverage of topics supported by numerous solved
examples. The concepts are explained meticulously with ample
illustrations and practice exercises with solutions. The books also
equip aspiring engineers aiming for IIT-JEE, AIEEE, bit-sat, and other
state Engineering entrance examinations. This series is customized,
class-tested and structure driven with conceptual approach to the
subject. The authority, command and experience of the author, Sanjay
Mishra is reflected in the clear explanations of complex concepts and in
the chapter-end exercises. Each volume in this series is planned in a
student-friendly manner to make the learning process easier, more
reflective and enjoyable. Salient features: a. Rich theory followed by
subjective and objective exercises B. Ample illustrations to aid
learning C. Tutorial exercises with MCQs, comprehension passages, column
matching and numerical integer type exercises.
