Class 7 Sample Paper 2022 Maths

SAMPLE PAPER
Class : VII
(Mathematics)
le; : 2½ ?kaVs vf/kdre vad % 50
Time : 2½ Hours Max. Marks : 50
lkekU; funsZ”k %
1. lHkh Á”u vfuok;Z gSaA
2. d`i;k Á”u&i= dk mÙkj fy[kuk “kq# djus ls igys] Á”u dk Øekad vo”; fy[ksaA
3. bl Á”u i= esa dqy 22 Á”u gSa] tksfd pkj [k.Mksa v] c] l vkSj n esa foHkkftr gSA
4. [k.M v esa dqy 5 Á”u gSa] tks lHkh 1 vad ds gSA
5. [k.M c esa dqy 9 Á”u gSa] tks lHkh 2 vad ds gSA
6. [k.M l esa dqy 5 Á”u gSa] tks lHkh 3 vad ds gSA
7. [k.M n esa dqy 3 Á”u gSa] tks lHkh 4 vad ds gSA
8. iz”u&i= esa dksbZ lexz fodYi ugha gSA rFkkfi 3 vadksa okys 1 iz”u esa vkSj 4 vadks
okys 1 iz”u esa vkarfjd fodYi iznku fd, x, gSaA ,sls iz”uksa esa vkidks fn, x,
fodYiksa esa ls dsoy ,d iz”u gy djuk gSA
9. dSydqyV s j dk Á;ksx oÆtr gSaA
General Instructions:
1. All the questions are compulsory.
2. Please write down the Serial Number of the question before attempting
it.
3. The question paper consists of 22 questions and it is divided into four
sections A, B, C and D.
4. Section A comprises of 5 questions carrying 1 mark each.
5. Section B comprises of 9 questions carrying 2 marks each.
6. Section C comprises of 5 questions carrying 3 marks each.
7. Section D comprises of 3 questions carrying 4 marks each.
8. There is no overall choice. However, an internal choice has been
provided in 1 question of 3 marks and 1 question of 4 marks each. You
have to attempt only one of the alternatives in all such questions.
9. Use of calculator is not permitted.
[k.M v (Section A)
1. ,d f=Hkqt esa fdrus dks.k gks ldrs gSa\ ①
How many angles can a triangle have?

2. 5 iSls dk 5 #i;s ls vuqikr Kkr dhft,A ①
Find the ratio of 5 paise to 5 rupees.
3. tk¡p dhft, fd 6 lseh] 8 lseh vkSj 10 lseh Hkqtkvksa okys ,d f=Hkqt dh jpuk
dh tk ldrh gSaA ①
Check whether a triangle with sides 6 cm, 8 cm and 10 cm can be
constructed.
4. (3)0 dk eku Kkr dhft,A ①
Find the value of (3) . 0

5. nh xbZ vkd`fr esa ?kw.kZu lefefr dk Øe crkb,% ①
Give the order of rotational symmetry of the given figure:

[k.M c (Section B)
6. vius vklikl dh fdlh ,d oLrq dk fp= cukb, ftlesa lefefr gksA ml fp=
esa lefefr js[kk,¡ Hkh cukb,A ②
Draw a symmetrical picture from your surroundings and also its lines
of symmetry.
7. 36 dks vHkkT; xq.ku[kaM+ksa dh /kkrksa ds xq.kuQy ds #i esa O;Dr dhft,A ②
Express 36 as a product of powers of prime factors.
8. 120 ds ,d dks.k dh jpuk dhft,A ②
0

Construct an angle of 120 . 0

9. nh xbZ vkd`fr dk fdrus izfr”kr Hkkx Nk;kafdr gSa \ ②
What percent of the given figure are shaded?

10. ljy dhft,% 76 » 74 ②
Simplify : 7 » 7
6 4

11. 70 cPpksa dh ,d d{kk esa] 30 izfr”kr cPps Ldwy cl ls Ldwy vkrs gSaA dqy
fdrus cPps Ldwy cl ls Ldwy vkrs gSa\ ②
In a class of 70 students, 30% come to school by school bus. How
many students come to school by school bus?
12. lR; ;k vlR; fyf[k,% ②
(i) ,d f=Hkqt esa nks dks.k ledks.k gks ldrs gSaA ¼ lR; @ vlR;½
(ii) ,d f=Hkqt esa rhukas dks.k U;wudks.k gks ldrs gSaA ¼ lR; @ vlR;½
Write True or False:
(i) A triangle can have two right angles. (True / False)
(ii) A triangle can have three acute angles. (True / False)
13. fn, x, mnkgj.k dks le>dj fjDr LFkkuksa dks Hkfj,% ②
Fill in the blanks with the help of given example:
25 X 24 X 23 = 25+4+3 = 212
37 X 32 X 34 = ____ = ____
14. nh xbZ vkd`fr esa] f=Hkqt ds cká Hkkx esa fLFkr fcUnqvksa ds uke fyf[k,% ②
Write the names of the points lies in the exterior part of the triangles
in the given figure:

[k.M l (Section C)
15. fuEu fHkUuksa dks izfr”kr esa cnfy,% ③
Convert the following fractions into percent :
(i)
(ii)

16. ,d f=Hkqt PQR dh jpuk dhft,] ftlesa PQ = 5 lseh] QR = 4 lseh vkSj
RP = 6 lseh gksA ③
Construct a triangle PQR in which PQ = 5cm, QR = 4 cm and RP = 6cm.
17. ∆XYZ esa ‘a’ dk eku Kkr dhft,A ③
Find the value of ‘a’ in ∆XYZ.

vFkok OR
feyku dhft,%
Match the following:
f=Hkqt f=Hkqt dk uke
Triangle Name of Triangle
(a) (i) leckgq
Equilateral

(ii)
(b)
vf/kd dks.k
Obtuse angle

(iii) lef}ckgq
Isosceles
(c)

(iv) ledks.k
Right angle

18. lR; ;k vlR; fyf[k,%& ③
(i) ,d vk;r dh ?kw.kZu lefefr dk Øe 2 gSaA ¼ lR; @ vlR;½
(ii) ,d leckgq f=Hkqt dh ?kw.kZu lefefr dk Øe 1 gSaA ¼ lR; @ vlR;½
(iii) ,d lekarj prqHkqZt dh ?kw.kZu lefefr dk Øe 3 gSaA¼ lR; @ vlR;½
Write True or False:-
(i) The order of rotational symmetry of a rectangle is 2. (True/False)
(ii) The order of rotational symmetry of an equilateral
triangle is 1. (True/False)
(iii) The order of rotational symmetry of a
parallelogram is 3. (True/False)
19. feyku dhft,% ③
Match the following:
iafDr & I iafDr & II
Column – I Column - II
(a)(-2) X (-2) X (-2) X (-2) X (-2) (i) 1
(b) (-1) 4
(ii) (-2)5
(c) (-1)7 (iii) (2)5
(iv) -1

[k.M n (Section D)
20. lksuw us ,d jsfM;ks ₹ 250 esa [kjhnk vkSj ₹ 225 esa csp fn;kA mldk ykHk ;k
gkfu izfr”kr Kkr dhft,A ④
Sonu bought a radio for ₹ 250 and sold it at ₹ 225. Find his profit or
loss percent.
vFkok OR
vius {ks= esa gfj;kyh dks c<kus ds fy, jk/kk vkSj lksfu;k us dqN isM+ yxkus dh
lksphA jk/kk vkSj lksfu;k ds }kjk yxk, x, isM+ksa dh la[;k dk vuqikr 3%4 gSA
;fn dqy 42 isM+ yxk, x, gkas] rks izR;sd ds }kjk yxk, x, isM+ksa dh la[;k
Kkr dhft,A
Radha and Sonia decided to plant some trees to increase greenery in
their area. The ratio of number of plants planted by Radha and Sonia
is 3:4. If the total number of plants is 42, find the number of plants
planted by each one of them.
21. ∆XYZ dh jpuk dhft, ftlesa ∠Y = 900, XY = 6 lseh vkSj YZ = 8 lseh ④
gksA
Construct ∆XYZ in which ∠Y = 900, XY = 6 cm and YZ = 8 cm.

22. nh xbZ vkd`fr;ksa esa] dks.k ‘b’ dk eku Kkr dhft,A ④
Find the value of the angle ‘b’ in the given figures.