GSEB HSC Maths Answer Key 2025, Download Question Paper with Solutions PDF

GSEB HSC Maths Answer Key 2025: As per the schedule, the Gujarat Board and Higher Education Board (GSEB) is conducting the HSC Board class 12th Maths exam today, March 5, 2025. The exam is held for three hours starting from 3 pm to 6:15 pm. After the completion of the exam, we have provided the GSEB HSC Maths Answer Key 2025 for all sets on this page. Using the Gujarat board 12th HSC Maths Answer Key 2025, candidates can cross-check their responses and estimate their probable score. Download the GSEB HSC Physics Question paper 2025 with the answer key PDF given below on this page.

GSEB HSC Maths Answer Key 2025

The GSEB HSC Maths Answer Key 2025 is a very useful resource for students evaluating their performance in the exam. Mathematics is one of the toughest subjects in the class 12 curriculum, and students feel anxiety after writing the exam. In the scenario, GSEB HSC Maths Exam Answer Key 2025 assists students in verifying their responses, identifying errors, and estimating their predicted scores before the official results are released. Just after the conclusion of the exam, our subject specialist started solving the question paper, to deliver you the most authentic and error-free Gujarat Board 12th Math Answer Key 2025 PDF at the earliest.

Gujarat Board 12th Math Answer Key 2025 (Unofficial)

It is expected that the board will provide the official GSEB Class 12th Maths answer key in March 2025, alongside other subjects at www.gseb.org. Till then, students can check the GSEB HSC Maths question paper 2025 with the answer key for all sets shared by the Adda247 experts below.

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GSEB HSC Class 12th Maths Question Paper 2025 PDF Download

After the conclusion of the exam, we have shared the Gujrat board Class 12th maths Question paper 2025 for all sets in PDF format. This question paper helps students understand the difficulty level over multiple sets and types of questions asked in today’s shift. This paper also helps future board exam students to understand the exam pattern and exam-related crucial insights. The GSEB HSC Board Maths question Paper with answer key 2025 PDF download link will be shared shortly here.

Gujarat Board 12th Math Question Paper Pattern 2025

The GSEB HSC Maths Examination is allotted a total of 100 marks, which is divided into the theory paper (90 Marks) and project/internal assessment (10 marks). The Gujrat Board HSC Mathematics Paper includes various types of questions such as  Multiple-choice questions and short & long Answer Questions type. Check out the complete paper pattern discussed in the table below.

GSEB Class 12th Maths Exam Analysis 2025

Following the exam, we have provided a full analysis of the GSEB Class 12th Maths exam, including student reactions, teacher input, and the difficulty level of the included questions. For students who are waiting for the solution key for the Maths exam paper, we have brought the expert reviews on the question paper altogether.

Gujarat Board Maths Questions

Practice this important Maths question for the GSEB 12th HSC Board Exams 2025.

• Find the equation of Ellipse, which is passing through the points (1, 4) and (- 6, 1).
• Prove by vectors, that if the median on the base of a triangle is also altitude on the base, the triangle is isosceles.
• Find the equation of Hyperbola for which the distance from one vertex to two foci are 9 and 1.
• Obtain the equation of a plane that passes through the points (2, 3, -4) and ( 1, -1, 3), and that is parallel to X-axis.
• If the maximum horizontal range is 200 m, find the minimum velocity for that.
• Find the equation of the incircle of the triangle formed by the following lines – x = 2, 4x + 3y = 5 and 4x – 3y + 13 = 0.
• Prove that of all the rectangles having the same area, the square has minimum perimeter.
• There are two forces (2, 5, 6) and (-1, 2, 1) that act on a particle and as a result of which the particle moves from A (4, -3, -2) to B (6, 1, -3). Find the work done.
• The equation of the line containing one of the sides of an equilateral triangle is x + y = 2 and one of the vertices of the triangle is (2, Find the equations oflines containing the remaining sides of the triangle.
• If G and I are respectively the centroid and incentre of the triangle whose vertices are A(-2, -1), B(1, -1) and C(1, 3), find IG.
• Find the foot of the perpendicular and equation of perpendicular line passing through (2, -1, 2) to plane 2x- 3y + 4z = 44.
• The lines x – 2y + 2 = 0, 3x – y + 6 = 0 and x – y = 0 contain the three sides of a triangle.
• Determine the co-ordinates of the orthocentre without finding the co-ordinates of the vertices of the triangle.
• Find the equation of a circum-circle of the triangle formed by the lines X + y = 6, 2x + y = 4 and X + 2y = 5.
• Find the co-ordinates C and D for the square ABCD, if A (-1, 3) and B (2, -2).
• Find the equation of the Plane passing through the line of intersection of the planes 3x – 4y+ 5z = 10 and 2x + 2y – 3z = 4 and parallel to the line X = 2y = 3z.
• A body projected in vertical direction attains maximum height 16 m. Find its initial velocity
• The slope of the tangent at the point (1, 1) on the curve xy + ax + by = 2 is 2, find a and b.
• Prove by using vectors that the perpendicular bisectors of the sides of a triangle are concurrent.
• A cylindrical can is to be made to hold 1 litre oil. Find its radius and height to minimise the cost.
• Find the equation of the circle that touches the Y-axis and passes through (- 2, 1) and (- 4, 3).

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