Artificial Intelligence and machine learning practice paper, Exams of Artificial Intelligence

Practice paper of artificial intelligence and machine learning all clear basic concept

Typology: Exams

2025/2026

Available from 04/26/2026

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Artificial Intelligence – Question Paper (50 marks)
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Q. No. 1
Attempt any FIVE (20 Marks)
a. Define Artificial Intelligence (AI) and mention any
two real-world applications of AI.
b. Give the equation of Simple Linear Regression.
Explain the regression coefficients.
c. Give two example statements which can be used
as premises and two which cannot be used in
propositional logic.
d. Explain Supervised, Unsupervised, and
Reinforcement Learning with one example for each.
e. Differentiate between Simple Linear Regression
and Multiple Linear Regression.
f. What is Information Gain? How is it used in
decision tree induction?
g. Compare k-NN and k-Means based on:
- Type (Supervised/Unsupervised)
- Output
- Training Process
- Use-case
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Q. No. 2
Attempt any TWO (10 Marks)
a. List and explain any five AI application areas
(Robotics, NLP, Computer Vision, Expert Systems,
etc.) with a one-line use-case for each.
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Artificial Intelligence – Question Paper (50 marks)

Q. No. 1 Attempt any FIVE (20 Marks) a. Define Artificial Intelligence (AI) and mention any two real-world applications of AI. b. Give the equation of Simple Linear Regression. Explain the regression coefficients. c. Give two example statements which can be used as premises and two which cannot be used in propositional logic. d. Explain Supervised, Unsupervised, and Reinforcement Learning with one example for each. e. Differentiate between Simple Linear Regression and Multiple Linear Regression. f. What is Information Gain? How is it used in decision tree induction? g. Compare k-NN and k-Means based on:

  • Type (Supervised/Unsupervised)
  • Output
  • Training Process
  • Use-case

Q. No. 2 Attempt any TWO (10 Marks) a. List and explain any five AI application areas (Robotics, NLP, Computer Vision, Expert Systems, etc.) with a one-line use-case for each.

b. Consider the state-space below (edge cost = 1): S → {A, B}, A → {C, D}, B → {E, F}, D → {G} (Goal = G) i. Show the BFS traversal order and the solution path. ii. State the time and space complexity of BFS. c. For the same graph in Q2(b): i. Show the DFS traversal order (assume alphabetical expansion). ii. Compare BFS vs DFS for:

  • Completeness
  • Optimality

Q. No. 3 Attempt any TWO (10 Marks) a. i. What do you mean by premises in propositional logic? ii. Using suitable examples, explain premise– conclusion reasoning. b. Give truth tables for logical connectors:

  • NOT (¬)
  • AND (∧)
  • OR (∨)
  • IMPLICATION (→)