Course Name |
Introduction to Calculus |
Course Code |
CERMA004 |
Year |
2018-19 |
Course Designer |
Mr. Shibu C. G |
Couse Duration |
30 Hrs |
Course Schedule |
June to September |
Maximum Students Intake |
60 Students |
1. COURSE LEVEL
Under-graduation level.
2. PREREQUISITE
Basic Mathematics.
3. COURSE INTAKE & ADMISSION
Maximum 60 students will be given admission to the course based on First-Come-First-Serve basis. All the students of the MAMO College are eligible for free enrolment for the course. The enrolment notification will be issued for the course well in advance of the commencement of the course.
4. COURSE COORDINATOR
Mr. Shibuu C. G, Assistant Professor, Department of Mathematics
5. COURSE PREAMBLE
In Mathematics, Differential Calculus is a subfield of Calculus that studies the rates at which quantities change. It is one of the two traditional divisions of calculus, the other being Integral Calculus. In this course we will stdy only the foundations of Differential calculus. This course will help a student in understanding these concepts in a good manner.
6. DURATION
Total Duration: 30 Hrs. [Contact Hours 8, Corse work 14 Hrs and Assignment Works: 8 Hrs]
7. CURRICULUM FOCUS
To equip a student with the basic rules of the powerful tool of Mathematics, differential calculus.
8. COURSE OBJECTIVES
Learners are exposed to
(a) The concept of differentiation.
(b) To differentiate various functions.
9. SKILL EXPECTED
On the successful completion of the course, learners will be able to:
(a) Get the idea of differentiation
(b) Differentiate various type of functions in Mathematics
(c) Apply these knowledge to real life and practical problems.
10. COURSE OUTCOMES
Upon the successful completion of the course, learners will be able to:
CO No |
Course Outcome(CO) |
Skill/Knowledge Attainment Level Based on Revised Bloom’s Taxonomy |
CO1 |
Describe, compare, contrast, demonstrate, explain the basics of features of differentiation |
Understand |
CO2 |
Apply these knowledge to real world problems. |
Apply |
CO3 |
Comparison of the physical meaning of differentiation with various functions. |
Compare |