Aptitude Practice Question and Answer
8 Q: If the curved surface area of a cylinder is 126π cm2 and its height is 14 cm, what is the volume of the cylinder?
702 0649d83ffc7d7c7e067364a24
649d83ffc7d7c7e067364a24- 1$$283{1\over 2}π \ cm^3$$true
- 2$$137{1\over 2}π \ cm^3$$false
- 3$$128{1\over 2}π \ cm^3$$false
- 4$$125{1\over 2}π \ cm^3$$false
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Answer : 1. "$$283{1\over 2}π \ cm^3$$"
Q: What is the perimeter of a square inscribed in a circle of radius 5 cm?
433 0649d82cf3662c8741d0875e8
649d82cf3662c8741d0875e8- 1$$20\sqrt { 2} \ cm$$true
- 2$$40\sqrt { 2} \ cm$$false
- 3$$30\sqrt { 2} \ cm$$false
- 4$$10\sqrt { 2} \ cm$$false
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Answer : 1. "$$20\sqrt { 2} \ cm$$"
Q: If 80 litres of milk solution has 60% milk in it, then how much milk should be added to make milk 80% in the solution?
1668 0649d820bc7d7c7e0673646bf
649d820bc7d7c7e0673646bf- 170 litresfalse
- 250 litresfalse
- 360 litresfalse
- 480 litrestrue
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Answer : 4. "80 litres"
Q: A pyramid has an equilateral triangle as its base, of which each side is 8 cm. Its slant edge is 24 cm. The whole surface area of the pyramid (in cm2) is:
904 0649d81913662c8741d08745b
649d81913662c8741d08745b- 1$$(16\sqrt {3} \ +24\sqrt {35} \ ) $$false
- 2$$(12\sqrt { 3} \ +24\sqrt {35} \ ) $$false
- 3$$(24\sqrt { 3} \ +36\sqrt {35} \ ) $$false
- 4$$(16\sqrt { 3} \ +48\sqrt {35} \ ) $$true
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Answer : 4. "$$(16\sqrt { 3} \ +48\sqrt {35} \ ) $$"
Q: Find the mode for the given distribution (rounded off to two decimal places)
Class 5-10 10-15 15-20 20-25 25-30 30-35
Interval Frequency 8 7 6 9 11 10
473 064954576dad6f2e01f5ee4f8
64954576dad6f2e01f5ee4f8- 135.25false
- 240.25false
- 330.33false
- 428.33true
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Answer : 4. "28.33"
Q: The number 5769116 is divisible by which of the following numbers?
1046 064954395c7d7c7e0671c7bc6
64954395c7d7c7e0671c7bc6- 14true
- 25false
- 312false
- 48false
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Answer : 1. "4"
Q: The arithmetic mean of the following data is .
23, 17,20,19,21
822 06495429f187426e0496ab9ca
6495429f187426e0496ab9ca- 120true
- 219false
- 323false
- 421false
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Answer : 1. "20 "
Q: Two ship are on the opposite of a light house such that all three of them are collinear. The angels of depression of the two ships from the top of the light house are 300 and 600. If the ships are $$230 \sqrt { 3} \ $$ m apart, then find the height of the light house (in m).
555 0649542311a612ce001e7a28c
649542311a612ce001e7a28c- 1175.4false
- 2165.2false
- 3172.5true
- 4180.5false
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