|
CO
|
COGNITIVE ABILITIES
|
COURSE OUTCOMES
|
|---|---|---|
|
CO1
|
REMEMBERING
|
Recall fundamental definitions, notations, and basic
properties related to real numbers, sequences, series,
and functions.
|
|
CO2
|
UNDERSTANDING
|
Explain key concepts such as convergence, limits,
continuity, and differentiability using appropriate
examples and counterexamples.
|
|
CO3
|
APPLYING
|
Apply standard theorems and techniques of real
analysis to solve problems involving sequences, series,
limits, and continuous functions.
|
|
CO4
|
ANALYSING
|
Analyze mathematical statements to determine
convergence, continuity, and differentiability by
examining underlying conditions and logical structure.
|
|
CO5
|
EVALUATING
|
Evaluate transformations, roots, and functional
behaviors in the complex plane to test conformality and
angle preservation.
|
|
CO6
|
CREATING
|
Evaluate the validity of mathematical arguments and
proofs in real analysis and justify conclusions using
rigorous reasoning.
|
