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CBSE Class 12 Maths board exam 2026 paper with answers · TarkoAI

CBSE

Maths · CBSE

Board exam

2026Class 12Set 65/1/180 marks38 questions

18 of its 38 questions are here. The rest have a figure or are still being checked, so for now they're only in the official PDF.

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Source: CBSE Board Examination 2026, Class 12 Mathematics (041), paper 65/1/1, published by CBSE. CBSE's ZIP of every set

18 questions

Answers

Q1Section A1 mark
$If 2 cos⁻¹x = y, then$
1. A $0 \leq y \leq π$
2. B $-π \leq y \leq π$
3. C $0 \leq y \leq 2π$
4. D $-π \leq y \leq 0$
Q2Section A1 mark
$Which of the following cannot be the order of a row-matrix ?$
1. A $2 \times 1$
2. B $1 \times 2$
3. C $1 \times 1$
4. D $1 \times n$
Q6Section A1 mark
$If A and B are skew symmetric matrices of same order, then which of the following matrices is also skew symmetric ?$
1. A $AB$
2. B $AB + BA$
3. C $(A + B)²$
4. D $A - B$
Q7Section A1 mark
$The least value of f(x) = x³ - 12x, x \in [0, 3] is$
1. A $-16$
2. B $-9$
3. C $0$
4. D $16$
Q8Section A1 mark
$If \int 3ax/(b² + c²x²) dx = A log |b² + c²x²| + K, then the value of A is$
1. A $3a$
2. B $3a/(2b²)$
3. C $3a/(b²c²)$
4. D $3a/(2c²)$
Q10Section A1 mark
$The area bounded by the curve y = x|x|, x-axis and the ordinates x = -1 and x = 1 is given by$
1. A $0$
2. B $⅓$
3. C $⅔$
4. D $4/3$
Q12Section A1 mark
$The order and degree of the differential equation d/dx(eʸ) = 0 respectively are$
1. A $0, 1$
2. B $1, 1$
3. C $2, 1$
4. D $1, not defined$
Q13Section A1 mark
$The value of p for which vectors î + 2ĵ + 3k̂ and 2î - pĵ + k̂ are perpendicular to each other is$
1. A $0$
2. B $1$
3. C $5/2$
4. D $-5/2$

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