Maths · Kendriya Vidyalaya

Practice paper · Standard, Bengaluru region

2024-25Class 1080 marks38 questions

23 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: Kendriya Vidyalaya Sangathan: Pre Board 1 Mathematics Standard Class 10 QP / MS, KVS Bengaluru Region, Maths, published by KVS. The official PDF

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23 questions

Q1Section A1 mark
$The zeroes of the quadratic polynomial x² + 25x + 156 are$
1. A $both positive$
2. B $both negative$
3. C $one positive and one negative$
4. D $can’t be determined$
Q2Section A1 mark
$The pair of linear equations ³⁄₂ x + ⁵⁄₃ y = 7 and 9x + 10y = 14 is$
1. A $consistent$
2. B $inconsistent$
3. C $consistent with one solution$
4. D $consistent with many solutions$
Q4Section A1 mark
$The next term of the AP: \sqrt18, \sqrt50, \sqrt98, \dots.. is$
1. A $\sqrt146$
2. B $\sqrt128$
3. C $\sqrt162$
4. D $\sqrt200$
Q5Section A1 mark
$Volumes of two spheres are in the ratio 64 : 27. The ratio of their surface areas is$
1. A $3 : 4$
2. B $4 : 3$
3. C $9 : 16$
4. D $16 : 9$
Q6Section A1 mark
$If tan A = 5/12, then find the value of (sin A + cos A). sec A$
1. A $12/5$
2. B $17/12$
3. C $7/12$
4. D $None of these$
Q8Section A1 mark
$If zeroes of p(x) = 2x² - 7x + k are reciprocal of each other, then value of k is$
1. A $1$
2. B $2$
3. C $3$
4. D $4$
Q11Section A1 mark
$The nature of the roots of the quadratic equation 9x² - 6x - 2 = 0$
1. A $Irrational and distinct$
2. B $Not real$
3. C $Real and distinct$
4. D $Real and equal$
Q12Section A1 mark
$If 3 cot θ = 2, then the value of tan θ$
1. A $2/3$
2. B $3/2$
3. C $3/\sqrt13$
4. D $2/\sqrt13$