SSC CGL 2024-23.09.2024-2 SSC Question Paper

SSC CGL 2024-23.09.2024-2 SSC Questions

61.
If an employee's income is ₹72,000, the amount he spends is 40% higher than his savings. Therefore, his savings (in ₹) is:
A.
30000
B.
34000
C.
32000
D.
28000
ANSWER :
A. 30000
62.
A customer pays ₹975 in instalments. The payment is done each month ₹5 less than the previous month. If the first instalment is ₹100, how much time will be taken to pay the entire amount?
A.
14 months
B.
15 months
C.
27 months
D.
26 months
ANSWER :
B. 15 months
63.

Find the gain percentage, given that Anubha sold her scooter for Rs.31,524 gaining \(\log \frac{1}{6}\)th of the selling price

A.

5%

B.

20%

C.

30%

D.

35%

ANSWER :

B. 20%

64.
If in a circle a chord of length 14 cm is at a distance of 24 cm from its centre, then the length of the radius of the circle is:
A.
28 cm
B.
31 cm
C.
24 cm
D.
25 cm
ANSWER :
D. 25 cm
65.

The following table represents the total number of students in different classes and the respective number of students who are vegetarian in a school. Study the table carefully and answer the question that follows.

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Class Total number of students Number of vegetarian students
XII 150 105
XI 165 100
X 125 80
IX 140 90

What is the percentage of non-vegetarian students in class XII? 

A.

40%

B.

30%

C.

35%

D.

25%

ANSWER :

B. 30%

66.
If 3x+2y=10 and 2xy=7, then find the value of 3x-2y(if 3x-2y >0)
A.
4
B.
10
C.
8
D.
6
ANSWER :
A. 4
67.

If each side of an equilaterla triangle is 37\(\sqrt{3}\)cm, then it's altitude(in cm) is equal to ?

A.

37.5

B.

18.5

C.

60.5

D.

55.5

ANSWER :

D. 55.5

68.
In ΔPQR, if 4∠P = 5∠Q = 20∠R, then the value of ∠Q is:
A.
72°
B.
36°
C.
90°
D.
45°
ANSWER :
A. 72°
69.

For what value of t is the value of sin2(t), half of the value of (t)?

A.

60°

B.

45°

C.

30°

D.

22.5°

ANSWER :

B. 45°

70.

If tanA=\(\frac{1}{\sqrt{10}}\) , A is an acute angle, then the value of sinA+cosecA is:

A.

\(\frac{11}{\sqrt{10}}\)

B.

\(\frac{1}{\sqrt{10}}\)

C.

\(\frac{12}{\sqrt{11}}\)

D.

\(\frac{10}{\sqrt{11}}\)

ANSWER :

C. \(\frac{12}{\sqrt{11}}\)