1000+ HCL Aptitude Questions and Answers Pdf - 1
Question: 1
Find the volume of the largest right circular cone that can be cut out from a cube whose edge is 9 cm.
(A) 170.93 cm3
(B) 180.93 cm3
(C) 189.93 cm3
(D) 190.93 cm3
Ans: D
Volume of the largest cone
= volume of the cone with diameter of base 9 cm and height 9 cm
= $$({1/3} × {22/7} × 4.5 × 4.5 × 9)$$cm3 = $${1336.5}/{7}$$cm3 = 190.93 cm3
Question: 2
A rectangular water tank is 8 m high, 6 m long and 2.5 m wide. How many litres of water can it hold?
(A) 120 litres
(B) 1200 litres
(C) 120000 litres
(D) 1200000 litres
Ans: C
Volume of the tank
= (8 × 100 × 6 × 100 × 2.5 × 100)cm3 = 120000000 cm3
= $$({120000000} / {1000})$$litres = 120000 litres.
Question: 3
Half cubic metre of gold sheet is extended by hammering so as to cover an area of 1 hectare. The thickness of the sheet is
(A) 0.5 cm
(B) 0.05 cm
(C) 0.005 cm
(D) 0.0005 cm
Ans: C
Volume of gold = $$({1/2} × 100 × 100 × 100)$$cm3.
Area of sheet = 10000 m2 = (10000 × 100 × 100)cm2.
∴ Thickness of the sheet
= $$({1 × 100 × 100 × 100}/{2 × 10000 × 100 × 100} )$$ cm = 0.005 cm.
Question: 4
A rectangular water tank is 80 m × 40 m. Water flows into it through a pipe 40 sq.cm at the opening at a speed of 10 km/hr. by how much, the water level will rise in the tank in half an hour?
(A) $${2}/{2}$$ cm
(B) $${3}/{2}$$ cm
(C) $${4}/{9}$$ cm
(D) $${5}/{8}$$ cm
Ans: D
Length of water column flown in 1 min.
= $$({10 × 1000} / {60})$$m = $${500} / {3}$$m.
Volume flown per minute = $$({500 /3} × {40}/{100 × 100})$$m3 = $${2}/{3}$$m3.
Volume flown in half an hour = $$({2}/{3} × 30)$$m2 = 20 m3
∴ Rise in water level = $$({20} / {40 × 80})$$m = $$({1}/{160} × 100)$$ cm = $${5}/{8}$$ cm.
Question: 5
1 litre is equal to
(A) 1 cu.cm
(B) 10 cu.cm
(C) 100 cu.cm
(D) 1000 cu.cm
Ans: D
1000 cu.cm
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