Careers360 Logo
Browse by Stream
Search Colleges, Exams, Schools & more
Interested in this College?
Get updates on Eligibility, Admission, Placements Fees Structure
Compare

Quick Facts

Medium Of InstructionsMode Of LearningMode Of Delivery
Self StudyVideo and Text Based

Important dates

Course Commencement Date

Start Date : 15 Jan, 2025

End Date : 30 Apr, 2025

Enrollment Date

End Date : 28 Feb, 2025

Certificate Exam Date

Start Date : 24 May, 2025

Courses and Certificate Fees

Certificate AvailabilityCertificate Providing Authority
yesFarook College, Kozhikode

The Syllabus

  • Introduction to Differential Equations.
  • Solutions of Differential Equations.
  • Solving Differential Equations by Variable Separable Method.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Equations Reducible to Reparable form – Substitution Method -Part 1.
  • Equations Reducible To Separable Form – Substitution Method – Part 2.
  • Reducible To Separable Form - Homogeneous Equation.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Equations Reducible To Separable Form Via Reducing To Homogeneous Form.
  • Exact Differential Equation- Part I.
  • Exact Differential Equation- Part II.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Differential Equation : Integrating Factors.
  • Linear First Order Differential Equations – Part 1.
  • Linear First Order Differential Equations – Part 2.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Linear First Order Differential Equations – Part 3.
  • Solving Linear Differential Equations By Method Of Variation Of Parameters.
  • Bernoulli’s Differential Equation – Part 1.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Bernoulli’s Differential Equation – Part 2.
  • Second Order Differential Equations.
  • Fundamental theorem.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • General Solution and Basis.
  • Initial value Problem and Boundary Value Problem.
  • Second Order Differential Equations with Constant Coefficients – Part I.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Second Order Differential Equations with Constant Coefficients – Part II.
  • Second Order Differential Equations with Constant Coefficients – Part III.
  • Differential Operators.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Euler - Cauchy Equation – Part I.
  • Euler - Cauchy Equation – Part II.
  • Euler - Cauchy Equation – Part III.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Existence and Uniqueness Theory: Wronskian.
  • Non Homogeneous Equations – Part I.
  • Method of Undetermined Coefficients– Part I.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Method of Undetermined Coefficients– Part II.
  • Method of Undetermined Coefficients– Part III.
  • Method of Undetermined Coefficients– Part IV.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Method of Undetermined Coefficients– Part V.
  • Method of Undetermined Coefficients– Part VI.
  • Method of Variation of Parameters– Part I.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Method of Variation of Parameters– Part II.
  • Method of Variation of Parameters: Euler – Cauchy Equation.
  • Applications of Differential Equations – Part I.
  • Interaction based on the three Modules covered.
  • Deadline for submitting assignments.

  • Applications of Differential Equations – Part II.
  • Interaction based on the entire Modules covered.
  • Revision.
  • Term end assessment.

Instructors

Articles

Similar College

Similar Courses

Crystal Symmetry, X-Ray Diffraction and Physical Properties

Indian Institute of Technology Kanpur via  SwayamNPTEL

Years 1Free

Computational Number Theory and Algebra

Indian Institute of Technology Kanpur via  SwayamNPTEL

Years 1Free

Constrained And Unconstrained Optimization

Indian Institute of Technology Kharagpur via  SwayamNPTEL

Years 1Free
View All Courses

More Courses by Farook College, Kozhikode

Ph.D Zoology

Farook College, Kozhikode 

Years 5
Advanced Full timeFree

Ph.D Statistics

Farook College, Kozhikode 

Years 5
Advanced Full timeFree

Ph.D Physics

Farook College, Kozhikode 

Years 5
Advanced Full timeFree
View All Courses

Explore on Careers360

Download Careers360 App
All this at the convenience of your phone

  • Regular Exam Updates

  • Best College Recommendations

  • College & Rank predictors

  • Detailed Books and Sample Papers

  • Question and Answers

Scan and download the app

OR

Back to top