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mathematical methods sm yusuf (chapter-09) solved pdf

Mathematical Methods (Chapter-9), by S. M. Yusuf Solved Notes PDF Download

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About this book :-
Mathematical Methods (Chapter-9) written by S. M. Yusuf , Ph.D., Professor of Mathematics, Gomal University, Dera Ismail Khan. This book is one of the best books studied widely in Bachelor and undergraduate classes. This book is good for bechelor and engineering students.

Book Detail :-
Title: Mathematical Methods (Chapter-9)
Author(s): S. M. Yusuf
Publisher: Ilmi Kitab Khana
Pages: 116
Type: PDF
Language: English
Country: Pakistan
Download this Books Notes from amazon

About Author :-
The author S. M. Yusuf , Ph.D., Professor of Mathematics at the Hazara University, Mansehra, Pakistan, who works in the area of history of mathematics.
Syed Muhammad Yousuf was born in July, 1946, in a vellage of of district Mansehra. His father Ghulam Haider worked in the land and revenue department. He received his early education from Mansehra and Abbottabad.
He did his Masters degree from the University of Peshawar in 1969 securing a University gold medal and receiving the President of Pakistan's Award. He lcompleted his PhD from the University of St. Andrews, UK under the supervision of Professor Edmund Robertson.
He joined Gomal University, Dera Ismail Khan, as a faculty member in 1975, and went on to become the chairman of the department, and served in that position for over 15 years.

All Famous Books of this Author :-
Here is list all books, text books, editions, versions, solution manuals or solved notes avaliable of this author, We recomended you to download all.
• Download PDF Calculus with Analytic Geometry by S. M. Yusuf NEW
• Download PDF Calculus with Analytic Geometry, Solved Notes by S. M. Yusuf NEW
• Download PDF Mathematical Method, Solved Notes S. M. Yusuf NEW

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Book Contents :-
Mathematical Methods (Chapter-9) written by S. M. Yusuf cover the following exercises.
Differential Equations and their classification
Formation of differential equation
Initial and boundary conditions
Separable equations
Homogeneous equations
Differential Reducible to homogeneous form
Exercise 9.1
Exercise 9.2
Exercise 9.3
Exercise 9.4
Exercise 9.5
Exercise 9.6
Exercise 9.7
Exercise 9.8
Exercise 9.9


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