Notes

Ordinary Differential Equations of First order and first degree and more than one degree

These Notes Cover covers concepts of ordinary differential equations of first order and first degree for undergraduate students.

Description

These 30 pages Notes cover all topics of Ordinary Differential Equations of University level. The Chapters name are as follows...

1. Formations of Differential Equations.

(In this chapter students learn how to form a differential equations of any curve, will also learn to determine Order and degree of a differential equation,)

2. Differential Equations of First Order and First Degree

(In this chapter all seven methods are explained that how to solve a differential equation of first order and first degree.)

3. Differential Equations of Order One and Degree More Than One.

(Differential equations which are more than one , how to solve these equations , there are three methods explained in this chapter to solve the questions.)

4. Orthogonal trajectories.

(Explains How to find orthogonal Curve , whose tangents are perpendicular to each other at a point.) These Notes are study notes very helpful for undergraduate students. These Notes Prepared by Kumar Sir having 30+ years teaching Excellence of undergraduate students at his coaching institute.

Tags

Ordinary Differential Equations
University Level Maths

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Kumar Maths Classes

The Best Teacher Kumar Sir , 30+ years Teaching excellence, Holding a postgraduate degree in mathematics, I have had the privilege of working with countless students over the years, guiding them to achieve academic success. One of my proudest accomplishments is seeing some of my students received gold medal in their degree course ( B.Sc.) in mathematics at University . This achievement is a testament to my dedication to making students skilled problem-solvers and confident in their mathematical abilities.My sessions are available both online and offline, with each class lasting for 1 hour. I follow a structured lesson plan that is tailored to the specific needs of my students, ensuring that each concept is thoroughly understood before moving on. Whether it's preparing for board exams or degree-level coursework, I strive to make the learning experience as smooth and engaging as possible. I believe in a personalized approach to teaching, where each student’s progress is closely monitored, and additional guidance is provided whenever necessary. By breaking down complex problems and presenting them in a simplified, easy-to-understand manner, I help students build confidence in their problem-solving abilities and tackle exams with ease. Through my online and offline classes, I aim to cultivate a love for mathematics in every student, making it a subject they can excel , in My goal is not just to teach maths but to inspire students to approach it with curiosity and confidence, preparing them for academic success and beyond.

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30 Pages
1.36 MB PDF
English
Includes 2 preview pages
₹29