|
CO
|
COGNITIVE ABILITIES
|
COURSE OUTCOMES
|
|---|---|---|
|
CO1
|
REMEMBERING
|
Recall fundamental concepts of sampling distributions and related
probability distributions (Chi-square, t, F, Z).
|
|
CO2
|
UNDERSTANDING
|
Explain properties and interrelationships of Chi-square, t, F, and Z
distributions.
|
|
Apply the concepts of sampling distributions to compute
probabilities and solve problems in statistical inference.
|
||
|
Analyse convergence concepts, inequalities, and limit theorems to
interpret sampling behaviour of statistics.
|
||
|
Evaluate different sampling distributions and test statistics for
appropriateness in data analysis.
|
||
|
Construct confidence intervals, hypothesis tests, and probabilistic
models based on sampling distribution results.
|
