TarkoAI

Papers Privacy Terms Refunds Parent consent Brand Contact

© 2026 TarkoAI

How it works Tools Exam prep PYQs Pricing For parents

Start free Start free

Delhi DoE Class 9 Maths Paper 2 practice paper 2023-24 · TarkoAI

DoE

Maths · Delhi DoE

Practice paper · Paper 2

2023-24Class 980 marks38 questions

20 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.

Sit this paper against the clock, marked by its official answers, or get a new paper like it. Sign in first; practising is part of Pro.

Source: Directorate of Education, Delhi: Class IX (2023-24) · Math (English) · Practice Papers-2, Maths, published by Delhi DoE. The official PDF

20 questions

Q1Section A1 mark
$The rational numbers between \sqrt2 and \sqrt3 is:$
1. A $\sqrt2 \times \sqrt3$
2. B $\sqrt5$
3. C $\sqrt4$
4. D $6¹⁄⁴$
Q2Section A1 mark
$Circles having the same centre and different radii are called---------- circles:$
1. A $concentric$
2. B $chord$
3. C $diameter$
4. D $cyclic$
Q3Section A1 mark
$If (x+2) is factor of the polynomial x²-kx+14 then the value of k is:$
1. A $-9$
2. B $9$
3. C $-2$
4. D $14$
Q4Section A1 mark
$The radius of a hemispherical balloon increases from 6cm to 12cm as air is being pumped into it. The ratios of the surface areas of the balloon in the two cases are:$
1. A $1: 4$
2. B $1: 3$
3. C $2: 3$
4. D $2: 1$
Q6Section A1 mark
$All right angles are equal to one another. This is which of the Euclid’s postulate:$
1. A $Euclid’s postulate 4$
2. B $Euclid’s postulate 1$
3. C $Euclid’s postulate5$
4. D $Euclid’s postulate 3$
Q7Section A1 mark
$If in a parallelogram its diagonals bisect each other and are equal then it is a :$
1. A $square$
2. B $Rectangle$
3. C $Rhombus$
4. D $Parallelogram$
Q8Section A1 mark
$The value of the polynomial 5x - 4x² + 3, when x = -1 is:$
1. A $- 6$
2. B $6$
3. C $2$
4. D $-2$
Q9Section A1 mark
$Equation of the line passing through the origin is:$
1. A $7y - x = 0$
2. B $x + y = 0$
3. C $-2x + y = 0$
4. D $-3x + 2y = 0$

Practise with Tarko