GUJCET Maths Answer Key 2025: The Paper 2 Mathematics examination of GUJCET 2025 was held today, March 23, 2025, from 1 PM to 4 PM along with the Biology paper 2. As per the Gujarat Secondary & Higher Secondary Educational Board (GSHSEB), the Gujarat Common Entrance Test (GUJCET) 2025 exam pattern, the Mathematics question paper had a weightage of 40 marks. Candidates who appeared for the Paper 2 Mathematics GUJCET 2025 examination can check the unofficial GUJCET Maths Answer Key 2025 available here.
| GUJCET Exam Analysis 2025 (Live Update): Unofficial Answer Key Available |
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GUJCET Maths Answer Key 2025 (LIVE)
Check the GUJCET 2025 Maths Answer Key from the table below.
| Questions | GUJCET Maths Answer Key 2025 |
| Area of rectangle having vertices A, B, C, and D, with position vectors... | 2 |
| The shortest distance between the lines.... | √(293/49) |
| The angle between the pair of lines... | cos-18√3/15 |
| The coordinates of the corner points of the bounded feasible region are... | 3000 |
| The maximum value of z=5x+3y... | 25 |
| Two events E and F are independent. If P(E)=3/5 and ... | 11/10 |
| Let A and B be two events such that P(A)=3/8,... | 1/5 |
| A man is known to speak truth 4 out of 5 times. He throws a die and reports that it is a six. The probability that actually there was a six is __________ | 4/9 |
| Let A={1,2,3}. Then number of relations containing (1,2) which are symmetric and transitive but not reflective is _________ | 1 |
| Let f:R-->R be defined as f(x)=x3. Then f is ____ | One-one and onto |
| The number of real solutions of the equation,... | 2 |
| Let A be an invertible square matrix of order 3 x 3. The |(adj. A).A| is __________ | |A|3 |
| Find the area of a triangle given that the midpoints of its sides are (2,7), (1,1), and (10,8). | 94 |
| If the matrix is symmtric matrix, then the value of x is _________ | -2 |
| If A=[0 1 1 0] then (A+I)3 + (A-I)3 = _______ | 8A |
| For matrix A, A2-2I= KA then K= _____ | 7 |
| The total cost C(x) in rupees associated with the production of x units... | 3.15 |
| The function f(x) = tan x - 4x is strictly decreasing on _________ | (-π/3,π/2) |
| The absolute minimum value of the function f(x) = x³ - 18x² + 96x, xE[0,9] is ____ | 0 |
| If ∫(3eˣ-5e⁻ˣ/4eˣ+5e⁻ˣ)dx = px+q.log|4eˣ+5e⁻ˣ|+C, then p= ____ and q= _________ | p=-1/8,q=7/8 |
| ∫tan⁻¹x(1+x+x²/1+x²)dx = ____ + C | x.eᵗᵃⁿ⁻¹ˣ |
| ∫_0^(x/4) sqrt(1+sin2x) dx | 1 |
| ∫(dx/√(4x-9x²)) = ____ + C | 1/3sin⁻¹(9x-2/2) |
| If ∫tan⁻¹xdx = Ax.tan⁻¹x + Blog(1+x²) + C, then A+B = _______ | 1/2 |
| The area bounded by the curve y = sinx between x = -π/2 and x = π/2 is ____________ | 2 |
| Area of the region bounded by the curve x² = 4y and the line y = 3 is ____________ | 4√3 |
| Area of the region bounded by the curve y = x³ , x-axis and the ordinates x = -1 and the x = 2 is ___________ | 17/4 |
| The degree of the differential equation (1+dy/dx)³ = (d²y/dx²)² is __________ | 2 |
| The general solution of the differential equation dy/dx = eʸ⁻ˣ is e⁻ˣ-e⁻ʸ = ___________ | c |
| The integrating Factor of the differential equation x.(dy/dx) + 2y = x², (x ≠ 0) is ________ | x² |
| i^.(k^xj^) + j^.(i^xk^) + k^(i^xj^) | -1 |
GUJCET Maths Answer Key 2025: Unofficial Key PDF
Check the GUJCET Maths 2025 Unofficial Answer Key PDF from the table below.
| GUJCET Maths Answer Key 2025 Unofficial Key PDF (to be added) |
The above available GUJCET Maths Answer Key 2025 is completely unofficial and must be used only for personal reference. Candidates are advised to visit the official website of GSHSEB for regular updates.
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