How to prepare for Linear Programming for CUET-UG ?
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Expected Weightage
The Common University Entrance Test (CUET) has included Linear Programming (LP) as part of the Mathematics/Applied Mathematics syllabus. Below is an analysis of the chapter-wise weightage and marking pattern for Linear Programming in CUET over the last three years (2022β2024), based on available trends and student reports.
1. Linear Programming in CUET: Overview
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Syllabus Coverage :
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Formulation of LP problems
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Graphical solution of LP problems (feasible region, optimal solution)
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Corner point method
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Applications in real-life problems
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Difficulty Level :
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Generally moderate , with straightforward questions on graphical solutions and formulation.
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Few application-based questions (e.g., optimization in business/economics).
2. Chapter-Wise Weightage (2022β2024)
Linear Programming is a small but consistent topic in CUET Mathematics. Hereβs the approximate weightage:
| Year | No. of Questions | Marks | Weightage (%) |
|---|---|---|---|
| 2024 | 2β3 | 8β12 | ~5β7% |
| 2023 | 2β3 | 8β12 | ~5β7% |
| 2022 | 1β2 | 4β8 | ~3β5% |
Observations : - LP questions are not frequent but appear consistently (1β3 questions/year). - Marks vary between 4β12 per year (typically 5β7% of the Mathematics section). - In 2024 , slight increase in application-based questions.
3. Topic-Wise Breakdown
Questions are usually divided into: 1. Formulation of LP Problems (30β40%) : - Word problems (e.g., maximizing profit/minimizing cost). 2. Graphical Solution (50β60%) : - Identifying feasible regions, corner points, optimal solutions. 3. Applications (10β20%) : - Real-life scenarios (diet problems, production optimization).
Example Questions : - “A company produces two products, A and B. Maximize profit given constraints…” - “Solve graphically: Maximize $ Z = 3x + 4y $ subject to $ x + y \leq 5 $, $ x \geq 0 $, $ y \geq 0 $.”
4. Marking Scheme
- Correct Answer : +5 marks (CUETβs standard marking).
- Incorrect Answer : -1 (negative marking in some years; verify yearly updates).
- Unattempted : 0.
5. Preparation Tips
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Focus Areas : Graphical method (plotting constraints, shading feasible regions). Corner point technique (calculating values at vertices).
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Practice : NCERT Class 12 Chapter 12 (Exercise 12.1, 12.2). Solve past CUET/JEE Main LP questions.
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Avoid : Overlooking word problems (practice formulation).
6. Conclusion
- LP is a low-weightage but high-scoring topic in CUET.
- Expect 1β3 questions (4β12 marks) yearly, mostly graphical solutions.
- Prioritize NCERT-based practice for quick marks.
For the latest updates, refer to the official NTA CUET syllabus (https://cuet.nta.nic.in/).
Would you like a topic-wise difficulty analysis or book recommendations?
Last edited by a moderator: Jun 12, 2025