GUJCET Mathematics Answer Key 2026 (OUT): Paper Solution by Subject Experts, Exam Analysis

Lipi

Updated On: March 29, 2026 06:42 PM

GUJCET Mathematics answer key 2026 is expected to be released around April 1 - 5, 2026. While the provisional answer key will be released by GSEB a few days after the conclusion of the exam, an unofficial answer key has been released and provided below.
GUJCET Mathematics Answer Key 2026

The GUJCET Mathematics answer key 2026 will be released around April 1 to 5, 2026. With the help of the key, you will be able to calculate your tentative marks before the result is out. The exam was successfully held on March 29, 2026, from 4 PM to 5 PM. The GUJCET 2026 exam has ended. Meanwhile, CollegeDekho subject experts has released the GUJCET Maths unofficial answer key. The key on this page includes details such as the question and its correct answer.

The provisional answer key will be available on gseb.org. For every correct answer, you will be awarded 1 mark, whereas 0.25 marks will be subtracted for every wrong answer. Once the provisional answer key for GUJCET Mathematics is live, you will be allowed to challenge it during a specific duration. Note that this window will last for two to three days and will require a processing fee for each challenge. A few days after reviewing all the challenges, GSEB will release the final answer key for GUJCET Mathematics. You won’t be allowed to challenge the final key.

GUJCET Mathematics Answer Key 2026 by Subject Experts (Unofficial)

The unofficial GUJCET Mathematics 2026 Answer Key is provided below:

Question No.

Question

Correct Answer

1

Area lying in the first quadrant and bounded by ellipse 4x2+9y2=144 is ____.

(D) 6π

2

The area bounded by the curve $y = x

(B)

3

The order and the degree of the differential equation 1+(dx2d2y​)2​=3x+(dxdy​)3​ is respectively ____ and ____.

(D) 2, 6

4

The number of arbitrary constants in the particular solution of a differential equation of third order are:

(D) 0

5

The general solution of the differential equation dxdy​=ex+y is ____.

(A) e^x+e^−y=C

6

If two vectors a and b are such that $

\vec{a}

7

The area of the triangle with vertices A(1,1,2),B(2,3,5) and C(1,5,5) is ____.

(B) root43​/2

8

The value of i^⋅(k^×j^​)+j^​⋅(k^×i^)+k^⋅(j^​×i^) is ____.

(C) -1

9

The angle between the pair of lines given by r=3i^+2j^​−4k^+λ(i^+2j^​+2k^) and r=5i^−2j^​+μ(3i^+2j^​+6k^) is ____.

(A) cos−1(19/21)

10

If the lines 31−x​=2p7y−14​=−23−z​ and 3p7−7x​=1y−5​=56−z​ are perpendicular, then the value of p is ____.

(B) 70/11

11

The vector equation of the line passing through (1,2,−4) and perpendicular to the lines 3x−8​=−16y+19​=7z−10​ and 3x−15​=8y−29​=−5z−5​ is ____.

(B) r=i^+2j^​−4k^+λ(2i^+3j^​+6k^)

12

The corner points of the bounded feasible region are (0,10),(5,5),(15,15),(0,20). The minimum of z=3x+9y is ____.

(D) 60

13

For LPP, objective function is z=px+qy,p,q>0. If at (0,10) and (5,5) the value of z are 90 and 60 respectively, then relation between p and q is ____.

(C) q=3p

14

Let A,B be events such that P(A)=5/11,P(B)=2/11,P(A∪B)=3/11 (Note: likely a typo in paper), then $P(A'

(B)

15

If A and B are any two events such that P(A)+P(B)−P(A∩B)=P(A) then ____.

(C)

18

Let f:N→N be defined by f(n)=2n+1​ if n is odd and n/2 if n is even, then f is ____.

(B) Many-one and onto

19

If cos−1x=y then ____.

(A) 0≤y≤π

20

sin−1(sin53π​)= ____.

(C) 2π/5

21

tan−1[2cos(2sin−121​)]= ____.

(A) π/4

22

If A=[ac​b−a​] is such that A2=I, then ____.

(C) 1−a2−bc=0

24

If A=[34​−2−2​], then A2+I= ____.

(B) A+I

25

If area of triangle is 35 sq. units with vertices (2,−6),(5,4) and (k,4). Then k is ____.

(D) 12,−2

26

If A=diag(2,3,4) and B=diag(1,−2,−3), then A2+B2= ____.

(C) diag(5,13,25)

27

If inverse of A=[21​3−4​] is A−1=[a1/11​3/11b​], then a+b= ____.

(A) 2/11

28

If f(x) is continuous at x=π where f(x)=kx+1 for x≤π and cosx for x>π, then k= ____.

(B) −2/π

29

If x=at2,y=2at then dx2d2y​= ____.

(C) −xya​

31

If ey(x+1)=1 then dx2d2y​−(dxdy​)2= ____.

(D) 0

32

R(x)=3x2+36x+5. Marginal revenue when x=10 is ____.

(C) 96

33

The maximum value of $f(x) = -

x+1

GUJCET Mathematics Official Answer Key 2026

GSEB will be releasing the provisional answer key tentatively between April 1 to 5, 2026. The key will be available in a PDF format and will include details like the questions asked in the exam and their correct answers. Meanwhile, the CollegeDekho experts have released the unofficial answer key.

You should know that, firstly, GSEB will issue the provisional answer key on its portal, and you will be allowed to raise objections against it. The window to raise objections will be made available for a specific duration. Moreover, after receiving and reviewing all the objections, the Mathematics final answer key of GUJCET will be released.

GUJCET Mathematics Answer Key Release Date: Previous Year Trends

Generally, the authority takes an estimate of 3-10 days from the exam date to release the provisional answer key. The estimated key release date of the current year has been made considering the past trends. Go through the previous year trends of the GUJCET Maths answer key release date:-

Exam Year

Exam Date

Provisional Answer Key Date

Gap Days

Final Answer Key Date

2025

March 23, 2025

April 1, 2025

9 Days

April 10, 2025

2024

March 31, 2024

April 3, 2024

3 Days

April 9, 2024

2023

April 3, 2023

April 13, 2023

10 Days

May 2, 2023

GUJCET Mathematics Answer Key PDF Release Date 2026

The table below elaborates on the details of the answer key release date 2026:

Events

Dates

GUJCET Mathematics exam date 2026

March 29, 2026

GUJCET Mathematics official answer key release date 2026 (expected)

April 1 - April 5, 2026

GUCET Mathematics answer key objection window availability (expected)

April 3 - April 7, 2026

GUJCET Mathematics final answer key release date (expected)

Mid-April 2026

GUJCET Mathematics Good Score 2026

A score of 25-29 is considered to be a good score in the GUJCET Mathematics exam. Furthermore, with such a score, you will be able to secure admission to a top college and course. Apart from this, a score ranging from 30 to 34 is considered to be a very good score. Note that the analysis mentioned below has been provided based on the previous year's analysis. The official data is subject to change on the basis of several factors. Find more details about GUJCET Maths good score 2026 in the table below:-

Performance Level

Maths Score (Out of 40)

Excellent

35 - 40

Very Good

30 - 34

Good

25 - 29

Average

18 - 24

GUJCET Mathematics Question Paper Blueprint 2026

In the table below, we have provided a detailed question paper blueprint for GUJCET Mathematics exam. The exam will be held for 60 minutes, and you will have to solve a total of 40 MCQs in that duration. 1 mark will be awarded for every correct answer, and 0.25 mark will be deducted for every wrong answer. The topics that are expected to hold high weightage in the exam include Calculus, Algebra, Vectors & 3D Geometry, etc. Read more about the detailed question paper blueprint in the table below:-

Topic Category

Key Chapters

Estimated Questions

Calculus

Limits, Continuity, Differentiation, Integration (Indefinite & Definite), Differential Equations, Application of Derivatives

12 - 14

Algebra

Matrices & Determinants, Complex Numbers, Permutation & Combination, Binomial Theorem

8 - 10

Vectors & 3D Geometry

Vector Algebra, Three-Dimensional Geometry

5 - 7

Coordinate Geometry

Straight Lines, Conic Sections (Circle, Parabola, Ellipse, Hyperbola)

4 - 6

Trigonometry

Trigonometric Functions, Inverse Trigonometric Functions

3 - 4

Probability & Stats

Probability Distributions, Mean, Variance

2 - 3

Miscellaneous Topics

Sets, Relations & Functions, Linear Programming

2 —3

In conclusion, the GUJCET Mathematics Answer Key 2026 will play a crucial role in helping you estimate your performance ahead of the official results. With the provisional keys released shortly after the exam (from April 1 - 5, 2026), you can calculate your expected score and even raise objections within the given window. By understanding the marking scheme, previous trends, and score benchmarks, you can better evaluate your chances of admission and plan your next steps effectively.

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