SSC GD 2025-10.2.2025-3 SSC Question Paper

SSC GD 2025 Question Papers

SSC GD 2025-10.2.2025-3 SSC Questions

41.
Part C - Elementary Mathematics
Nitin has ₹1224 with him. He divided it amongst his sons Pravin and Rishi and asked them to invest it at 4% rate of interest compounded annually. It was seen that Pravin and Rishi got same amount after 14 and 15 years respectively. How much (in ₹) did Nitin give to Rishi?
A.
624
B.
600
C.
724
D.
450
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ANSWER :
B. 600
42.
Evaluate: 16 + 12 ÷ 3 - 2 × 4
A.
15
B.
11
C.
14
D.
12
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ANSWER :
D. 12
43.

400 chickooes were bought at ₹1,250 per hundred and were sold at a profit of ₹800. Find the selling price (in ₹) per dozen of chickooes.

A.

174

B.

189

C.

184

D.

164

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ANSWER :

A. 174

44.
A shopkeeper bought an article for ₹500. At what price (in ₹) should he sell the article to make 30% profit?
A.
650
B.
350
C.
638
D.
662
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ANSWER :
A. 650
45.

Mohan invests a sum of ₹5,400 and Varun invests a sum of ₹9,400 at the same rate of simple interest per annum. If, at the end of 6 years, Varun gets ₹480 more interest than Mohan, then find the rate of interest per annum (in percentage).

A.

4

B.

2.5

C.

3

D.

2

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ANSWER :

D. 2

46.
A man goes to Jaipur from Surat at a speed of 3 km/hr and returns to Surat at speed of 15 km/hr, through same route. What is his average speed (in km/hr) of the entire journey?
A.
5
B.
8
C.
6
D.
1
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ANSWER :
A. 5
47.
The smallest natural number which is divisible by 11, 6, 55 and 9 is:
A.
921
B.
990
C.
1054
D.
1032
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ANSWER :
B. 990
48.
The population of a district is 384000, out of which 192000 are males. 69% of the population is literate. If 53% males are literate, then what percentage of females are literate?
A.
84%
B.
87%
C.
85%
D.
82%
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ANSWER :
C. 85%
49.
A cyclist rides for 2 hours at 15 km/hr and then for 3 hours at 20 km/hr. What is the average speed (in km/hr) of the cyclist for the entire trip?
A.
18
B.
16
C.
20
D.
19
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ANSWER :
A. 18
50.

What is the volume of a sphere of radius 3\(\sqrt{2}\) cm?

A.

73\(\sqrt{2}\)π cm³

B.

71\(\sqrt{2}\)π cm³

C.

70\(\sqrt{2}\)π cm³

D.

72\(\sqrt{2}\)π cm³

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ANSWER :

D. 72\(\sqrt{2}\)π cm³