# CBSE Class 10 Mathematics Sample Paper 2015 Set H

Read and download PDF of CBSE Class 10 Mathematics Sample Paper 2015 Set H designed as per the latest curriculum and examination pattern for Class 10 issued by CBSE, NCERT and KVS. The latest Class 10 Mathematics Sample Papers have been provided with solutions so that the students can solve these practice papers and then compare their answers. This will help them to identify mistakes and improvement areas in Mathematics Standard 10 which they need to study more to get better marks in Grade 10 exams. After solving these guess papers also refer to solved Class 10 Mathematics Question Papers available on our website to build strong understanding of the subject

## Mathematics Sample Paper Class 10 2015

Students can refer to the below Class 10 Mathematics Sample Paper designed to help students understand the pattern of questions that will be asked in Grade 10 exams. Please download CBSE Class 10 Mathematics Sample Paper 2015 Set H

### Mathematics Class 10 Sample Paper 2015

SECTION – A

Choose the correct option

1. The roots of a quadratic equation px2 + 6x +1 = 1. 0 have real roots then value of p is

(A) p≥9

(B) p<9

(C) p≤9

(D) None of these

2. The number of terms in the AP 7,13, 19, …………., 205 are

(A) 35

(B) 36

(C) 38

(D) 34

3. For what value of k, 10, k‐2 are in A.P.

(A) k=4

(B) k=3

(C) k=2

(D) k=1

4. In the figure given, PA= 4 cm, AB= 9 cm, then value of PT is

(A) 9 cm

(B) 4 cm

(C) 6 cm

(D) None of these

5. The height of a tower is √3 times of its shadow. The angle of elevation of the source of height is

(A) 300

(B) 600

(C) 450

(D) None of these

6. If the points P(1,2), Q(0,0) and R(a,b) are collinear, then

(A) a=b

(B) a=2b

(C) 2a=b

(D) a= ‐ b

7. A cone , a hemisphere and a cylinder stand on equal bases and have the same height then their volumes are in the ratio of

(A)  3:1:2

(B) 1:2:3

(C) 2:1:3

(D) 3:2:1

8. Find the value of k, so that the quadratic equation kx(x‐2) + 6 = 0 has two equal roots.

9. In the figure, a circle touches all the four sides of a quadrilateral ABCD whose sides are AB= 6 cm, BC =9 cm and CD = 8 cm. Find the length of side AD.

11. Prove that the tangents drawn at the ends of a diameter of a circle are parallel.

12. Draw a line segment AB of length 7 cm. Using ruler and compasses, find a point P on AB such that AP/AB =3/5

13. Two cubes each of volume 64 cm3 are joined end to end. Find the surface area of the resulting cuboid.

OR

A sphere of radius 8 cm is melted and recast into a right circular cone of height 32 cm. Find the radius of the base of the cone.

14. Calculate the area of the shaded region shown in the figure.

## Tags:

Click for more Mathematics Study Material

## Latest NCERT & CBSE News

Read the latest news and announcements from NCERT and CBSE below. Important updates relating to your studies which will help you to keep yourself updated with latest happenings in school level education. Keep yourself updated with all latest news and also read articles from teachers which will help you to improve your studies, increase motivation level and promote faster learning

### Celebration of Matribhasha Diwas Mother Language day

UNESCO has declared 21st February of every year to be celebrated as International Mother Language day to promote dissemination of Mother Language of all, create awareness of linguistic and cultural traditions and diversity across the world and to inspire solidarity...

### Class 10th and 12th Term 2 Revaluation Process 2022

Evaluation of the Answer Books is done under a well-settled Policy. To ensure that the evaluation is error free, CBSE is taking several steps. After strictly following these steps, the result is prepared. Though, CBSE is having a well-settled system of assessment,...

### Board Exams Date Sheet Class 10 and Class 12

Datesheet for CBSE Board Exams Class 10  (Scroll down for Class 12 Datesheet) Datesheet for CBSE Board Exams Class 12

### CBSE Term 2 Board Examinations

CBSE vide Circular No.Acad-51/2021 dated 5th July, 2021, notified that in the session 2021-2022, Board Examinations would be conducted in two terms, i.e.. Term I and Term II. This decision was taken due to the uncertainty arising out of COVID 19 Pandemic. Term I...