22.
Find the value of [16 ÷ 2 - 7 × 15 ÷ 3 + {(1 + 4) × 5} + 4 × 3 - 10].
(A)
0
(B)
4
(C)
−2
(D)
2
23.
Simplify 250 + [100 - {50 - (30 + 15)}].
(A)
280
(B)
255
(C)
345
(D)
360
24.
In an election, 95% of the total voters cast their votes. In this election, there were only two candidates A and B. The winner A, by obtaining 75% of the total votes, defeated his contestant B by 5500 votes. Find the total number of voters in the election.
(A)
11,000
(B)
10,000
(C)
13,000
(D)
12,000 Section : Quantitative Aptitude
25.
A shopkeeper offers a 10% discount on dairy products and still manages to make a 20% profit. What is the actual cost (in ₹) to the shopkeeper of a dairy product marked ₹420?
(A)
315
(B)
340
(C)
350
(D)
325
26.
The area of a triangle is 486 cm2 and its sides are in the ratio 3:4:5. The perimeter of the triangle is:
(A)
105 cm
(B)
218 cm
(C)
108 cm
(D)
308 cm
27.
The total percentage change in the volume of a cuboid if its length and breadth are decreased by 15% and 25%, respectively, while its height is increased by 60% is:
(A)
5% decrease
(B)
2% decrease
(C)
5% increase
(D)
2% increase
28.
A hostel had food provision for 300 students for a month. After 20 days, 50 students left the hostel. How long would the remaining food last? (1 month = 30 days)
(A)
10 days
(B)
14 days
(C)
12 days
(D)
16 days
29.
A 234 m long train passes a person running at 9 km/h in the opposite direction, in 6 seconds. In how much time (in seconds) will it pass another person who is moving at 23.4 km/h, in the same direction?
(A)
8
(B)
7.8
(C)
7.2
(D)
8.4
30.
The speed of a boat when travelling downstream is 33 km/h, whereas when travelling upstream it is 27 km/h. What is the speed of the boat in still water?
