SSC CGL 2024-09.09.2024-1 SSC Question Paper

SSC CGL 2024-09.09.2024-1 SSC Questions

61.

Study the given pie chart carefully and answer the question that follows. The given pie chart shows the number of successful start-ups in different sectors in a particular year.

Question: If the total number of successful start-ups is 2910, then find the number of start-ups in the education and agriculture sectors. (Neglect the decimal part.)

A.

698

B.

1048

C.

1074

D.

1047

ANSWER :

D. 1047

62.

The height of a cylinder is 20 cm. The lateral surface area is 1760 cm2. Its volume is:

A.

12032 cm3

B.

12302 cm3

C.

12203 cm3

D.

12320 cm3

ANSWER :

D. 12320 cm3

63.
Raj divides ₹1,200 in the ratio 2 : 1 : 3 among three of his friends. The amount equal to the sum of three times the largest share and two times the smallest share is:
A.
2400
B.
1800
C.
2200
D.
2000
ANSWER :
C. 2200
64.
A shopkeeper marked an article at ₹5,000. The shopkeeper allows successive discounts of 20%,15% and 10%. The selling price of the article is:
A.
2750
B.
3000
C.
2800
D.
3060
ANSWER :
D. 3060
65.
The average of 12 numbers is 48. The average of the first 5 numbers is 45 and the average of next 4 numbers is 52. If the 10th number is 10 less than the 11th number and is 5 more than the 12th number, then the average of the 11th and 12th numbers is:
A.
50.5
B.
46.5
C.
47.5
D.
48.5
ANSWER :
D. 48.5
66.

Find the value of the following expression.
\(\sqrt{\dfrac{1+\sin\theta}{1-\sin\theta}}\)

A.

secθ + tanθ

B.

cosecθ + tanθ

C.

cosecθ + cotθ

D.

secθ + cotθ

ANSWER :

A. secθ + tanθ

67.

The value of \(\left(\dfrac{\sin\theta - 2\sin^3\theta}{2\cos^3\theta - \cos\theta}\right)^3 \cdot \dfrac{1}{\tan\theta} - \sec^2\theta \text{ is:}\)

A.

2

B.

1

C.

0

D.

−1

ANSWER :

D. −1

68.

Let t=\(\dfrac{2}{5}\), then the value of the expression \(t^3 + \left(\dfrac{3}{5}\right)^3 + \dfrac{9}{5}t \text{ is:}\):

A.

1/5

B.

1

C.

2

D.

\( \frac{1}{2} \)

ANSWER :

B. 1

69.
M and N walk along a circular track. They start at 5:00 a.m. from the same point in the opposite directions. M and N walk at a speed of 5 rounds per hour and 2 rounds per hour, respectively. How many times will they cross each other before 6.30 a.m. on the same day?
A.
10
B.
3
C.
5
D.
7
ANSWER :
A. 10
70.

Two circles C1 and C2 touch each other externally. The radius of C1=16cm and the radius of C2 =8cm.
Find the length (in cm) of their common tangent.

A.

8√3

B.

16√3

C.

8√2

D.

16√2

ANSWER :

D. 16√2