SSC CHSL 2024-05.07.2024-3 SSC Question Paper

SSC CHSL 2024-05.07.2024-3 SSC Questions

51.

Section : Quantitative Aptitude
Read the given information and answer the question that follows. The following table gives the percentage of marks secured by seven students in six different subjects in an examination. The number in the brackets gives the maximum marks in each subject.

Student Subject (Max. Marks)
Maths
(150)
Chemistry
(130)
Physics
(120)
Geography
(100)
History
(60)
Computer Science
(40)
Ayush 90 50 90 60 70 80
Aman 100 80 80 40 80 70
Sajal 90 60 70 70 90 70
Rohit 80 65 80 80 60 90
Muskan 80 65 85 95 50 90
Tanvi 70 75 65 85 40 60
Tarun 65 35 50 77 80 80

How many students secured a raw score of at least 30 in Computer Science?

A.

3

B.

5

C.

4

D.

2

ANSWER :

A. 3

52.
The perimeter of a semi-circle is 56.54 cm. What is its diameter (in cm)?
(Use π = 3.14)
A.
11
B.
22
C.
33
D.
44
ANSWER :
B. 22
53.
Express the following as decimals, respectively.
20%,0.5%,0.03%
A.
0.02,0.005,0.0003
B.
0.02,0.005,0.003
C.
0.2,0.005,0.0003
D.
0.2,0.0005,0.0003
ANSWER :
C. 0.2,0.005,0.0003
54.
The diameter of a cylinder is 14 cm and its height is 9 cm. Find the total surface area of the cylinder.
A.
708 cm²
B.
714 cm²
C.
704 cm²
D.
700 cm²
ANSWER :
C. 704 cm²
55.
If θ is an acute angle and cot θ + tan θ = 2, then find the value of tan¹² θ + cot¹² θ + 3 tan⁵ θ cot⁷ θ.
A.
4
B.
3
C.
6
D.
8
ANSWER :
A. 4
56.
A car covers a certain distance in 85 minutes, if it runs at a speed of 36 km/hr. The speed at which the car must run to reduce the time of journey to 51 minutes will be:
A.
70 km/hr
B.
80 km/hr
C.
60 km/hr
D.
50 km/hr
ANSWER :
C. 60 km/hr
57.
The profit (in Rupees) earned by four companies in the different quarters of the year 2020 are shown in the chart. The data shown is in crores.
How much is the average profit earned by ITC in the year 2020?
A.
₹ 1400 crore
B.
₹ 1325 crore
C.
₹ 1350 crore
D.
₹ 1225 crore
ANSWER :
B. ₹ 1325 crore
58.
Two circles with centres M and N have radii 5 cm and 8 cm, respectively. The circles touch each other externally at point T. A line PR is drawn such that the points M, T and N lie on PR, P being closer to M. From P, a tangent PQ = 12 cm is drawn to the circle with centre M touching at Q, and from R, another tangent RS = 15 cm is drawn to the circle with centre N touching at S. What is the length (in cm) of PR?
A.
37
B.
43
C.
53
D.
26
ANSWER :
B. 43
59.
Find the remainder, when we divide 2x³ − 3x² + 6x − 4 by 2x − 3.
A.
5
B.
6
C.
7
D.
9
ANSWER :
A. 5
60.
Find the third proportion to 36 and 48.
A.
36
B.
54
C.
64
D.
48
ANSWER :
C. 64