CUET Maths Answer Key 2025, Check Shift-wise Questions and Solutions (Unofficial)

The National Testing Agency (NTA) is conducting the CUET UG exam for all subjects including Mathematics from May 13. The CUET UG 2025 Mathematics exam is being held in various shifts as there are lakhs of students who have opted for this paper. Candidates who have appeared or are going to appear in CUET UG 2025 Math exam should check CUET Maths Answer Key 2025 on this page for better clarity.

CUET Maths Answer Key 2025

The CUET UG Mathematics exam 2025 has taken place on more than three days in 300 cities within India and internationally for admission into undergraduate programs at universities participating in CUET. To be better prepared for the upcoming exam shifts, students should review the CUET Maths answer key 2025 (unofficial) prepared by highly experience faculty. This article also features memory-related questions collected from students’ responses.

CUET UG Maths Answer Key 2025

The CUET UG exam is conducted as a Computer Based Test for 60 minutes. The exam paper consists of 50 compulsory questions with 5 marks awarded for every correct response and 1 mark deducted for every incorrect ones leading to a total score of 250 marks. Students consider Mathematics to be one of the hardest subjects among the 37 CUET UG subjects. That is why, it is better to know which questions they did right and which questions wrong. This help students to focus more on other subjects to increase their admission in related programs as CUET UG exam allows students to get admission into multiple courses by taking different test papers. Check CUET Maths answer key 2025 and memory based questions below.

Q) The feasible region is bounded by the inequalities:$$3x+y\ge 90,x+4y\ge 100,2x+y\le 180,x,y\ge 0$$

If the objective function is Z = px + qy and Z is maximized at points (6, 18) and (0, 30), then the relationship between p and q is

(A)

(B)

(C)

(D)

Ans: (B)

Q) For a matrix A of order 3 X 3, which of the following is true

(A)

(B)

(C)

(D) adj(A)=

Ans: (D)

Q) A person wants to invest at least ₹20,000 in plan A and ₹30,000 in plan B. The return rates are 9% and 10% respectively. He wants the total investment to be \₹80,000 and investment in A should not exceed investment in B. Which of the following is the correct LPP model (maximize return Z)?

(A) Maximize

(B) Maximize

(C) Maximize

(D) Maximize Z=0.10x+0.09y

Ans: (A)

Q) If vectors u, v, and w satisfy u + v + w = 0, and u and v are unit vectors, while |w| = √3, then angle between v and w is:

(A)

(B)

(C)

(D)

Ans: (C)

Q) If A is a 2 X 2 matrix and | A | = 4, then | A^-1| is:

(A) 16

(B) 1/4

(C) 4

(D) 1

Ans: (B)

Q) If A is a square matrix such that adj (adj (A)) = A, then |A| is

(A) 1

(B) 3

(C) 0

(D) 9

Ans: (A)

Q) The angle between vectors 

and 

is:

Ans: (A)

The remaining CUET UG 2025 Maths questions and answers for other shifts will be provided soon. Stay tuned to this page.

Shift-wise CUET 2025 Mathematics Questions and Answers

Students can check the shift-wise CUET UG 2025 Maths Memory based questions below.

May 13 Exam

Determinants (Adjoint & Inverse Properties)

Q: If A is a 2×2 matrix and |A| = 4, then |A⁻¹| is:

Linear Programming:

Q: The feasible region is bounded by the inequalities:

3x + y ≥ 90, x + 4y ≥ 100, 2x + y ≤ 180, x, y ≥ 0.

If the objective function is Z = px + qy and Z is maximized at points (6, 18) and (0, 30), then the relationship between p and q is:

Q: A person wants to invest at least ₹20,000 in plan A and ₹30,000 in plan B. The return rates are 9% and 10% respectively. He wants the total investment to be ₹80,000 and investment in A should not exceed investment in B. Which of the following is the correct LPP model (maximize return Z)?

Matrices (Adjoint Property)

Q: For a 3×3 matrix A with |A| = 3, the determinant of adj(A) is:

Q: If A is a square matrix such that adj(adj A) = A, then |A| is:

Q: For a matrix A of order 3×3, which of the following is true?

Vectors and 3D Geometry:

Q: The angle between vectors a = î + ĵ − 2k̂ and b = 3î − ĵ + 2k̂ is:

Q:  If vectors u, v, and w satisfy u + v + w = 0, and u and v are unit vectors, while |w| = √3, then the angle between v and w is:

Q: Direction cosines of a vector perpendicular to a = î + 2ĵ + 3k̂ and b = 2î − ĵ + k̂ are:

May 15 Exam

CUET Maths Answer Key 2025 PDF Download

Following the exam, students are currently looking for the CUET Answer Key 2025 created by specialists to verify the correct answers, assess their performance, and predict their scores prior to the official results. In the meantime, the highly reputed coaching institute: Adda247, has published the unofficial answer key pdf for candidates to allow them to evaluate their expected scores by verifying the correct answers.

The CUET Maths answer key 2025 PDF for other shifts will be provided soon.

CUET Mathematics Answer Key 2025- Question Paper Analysis

Candidates taking the CUET UG Mathematics exam for the 2025-2026 admission cycle can find the CUET Mathematics question paper analysis for May 15, 14, and 13 in this section. Since the mathematics exam for CUET 2025 will take place over more than three days, students whose exams are scheduled for the later dates can take advantage of the thorough analysis of the question paper provided on this page every exam day. All the questions in CUET 2025 math exam was asked from the CUET Maths syllabus.

When will CUET Maths Answer Key 2025 be Out Officially?

The official answer key for CUET UG 2025 will be published on the official website once the exam concludes for all subjects. We will also share the direct link to access the official CUET UG answer key 2025 as soon as it becomes available. The CUET UG 2025 Maths answer key is expected in third week of June 2025. The CUET Maths answer key 2025 official website is cuet.nta.nic.in.

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