Get updates on Eligibility, Admission, Placements Fees Structure
Quick Facts
| Medium Of Instructions | Mode Of Learning | Mode Of Delivery |
|---|---|---|
| Assamese, English | Self Study |
Course Overview
The Engineering Mathematics - I in Assamese certification course serves as a cornerstone for studies in sciences and engineering. Covering differential and integral calculus, linear algebra, and differential equations, it addresses topics like derivatives, integrals, matrix algebra, and differential equation solutions. The course equips students with indispensable mathematical tools vital across diverse scientific disciplines.
Catering to a broad audience in science and engineering fields, the Engineering Mathematics - I in Assamese certification by Swayam emphasises essential mathematical principles. It navigates through Mean Value Theorems, Maxima and Minima, Vector Spaces, Eigenvalues, and more, providing a robust framework for understanding complex problem-solving techniques.
Also Read: Online Mathematics Certification Courses
The Highlights
- Core Online Course
- Self Paced
- Offered by IIT Kharagpur
Programme Offerings
- Certificate of completion
- Practical Learning
- Hands-on Experience
Courses and Certificate Fees
| Certificate Availability |
|---|
| no |
The Engineering Mathematics - I in Assamese certification fees is free. However, if you want a certificate, you must register and take the proctored exam at designated centres, which is optional and comes with a fee of Rs 1000.
Engineering Mathematics - I in Assamese Certification Fee Structure
Particulars | Total Fees |
Engineering Mathematics - I in Assamese (exam) | Rs 1000/- |
Eligibility Criteria
Academic Qualifications
The Engineering Mathematics - I in Assamese certification course is intended for science and engineering students.
Certification Qualifying Details
To receive the Engineering Mathematics - I in Assamese certification by Swayam, you need a minimum average assignment score of 10/25 and an exam score of 30/75.
What you will learn
After completing the Engineering Mathematics - I in Assamese certification syllabus, You will explore topics such as differential and integral calculus, gaining a deep understanding of Mean Value Theorems, Indeterminate Forms, Taylor's and Maclaurin's Theorems.
Upon completion of the Engineering Mathematics - I in Assamese training, you will cover linear algebra, introducing you to vector spaces, the basis and dimension of a vector space, matrix properties, and linear transformations. You will gain the skills to handle real-world scenarios involving multiple integrals, system of linear equations, eigenvalues, and diagonalisation.
Who it is for
The Engineering Mathematics - I in Assamese online course is suitable for students across all branches of science and engineering at the undergraduate level. This course is also beneficial for:
Admission Details
Follow these steps to join the Engineering Mathematics - I in Assamese classes:
Step 1: Browse the URL below:
https://onlinecourses.swayam2.ac.in/aic22_ts31/preview
Step 2: Click on the “Sign-in/ Register” button
Step 3: Fill out the necessary details and submit the form
The Syllabus
Evaluation process
The Engineering Mathematics - I in Assamese certification offers an optional exam. Your final score is determined by averaging the best 8 out of 12 assignments (25%) and your proctored exam score (75%).
Instructors
IIT Kharagpur Frequently Asked Questions (FAQ's)
A basic understanding of algebra, trigonometry, and pre-calculus serves as a good foundation. Familiarity with concepts like functions, derivatives, and integrals will be beneficial.
This course provides essential mathematical tools crucial for engineering problem-solving. Understanding calculus, linear algebra, and differential equations is fundamental in various engineering disciplines.
While not mandatory, familiarity with mathematical software like MATLAB, Mathematica, or Python can be advantageous for practical applications and problem-solving exercises.
This self-paced course typically requires around 6-8 hours per week. However, this can vary based on individual learning speeds and the depth of understanding desired.
This course forms a foundational base. It introduces essential concepts in calculus, linear algebra, and differential equations. However, for more specialised or advanced topics, subsequent courses might be required.