Aptitude Practice Question and Answer
8 Q: The average of ten numbers is 72. The average of the first four numbers is 69 and that of the next three number is 74. The 8th number is 6 more than the 9th number and 12 more than the 10th number. What is the average of the 8th and 9th numbers?
1577 05fbe71b5aa47db563875bb72
5fbe71b5aa47db563875bb72- 176false
- 276.5false
- 377true
- 477.5false
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Answer : 3. "77"
Q: Two cones have their heights in the ratio 1:3 and the radii of their bases in the ratio 3:1. Find the ratio of their volumes?
1577 05ecf3a9b79d67a247e487706
5ecf3a9b79d67a247e487706- 13:1true
- 22:1false
- 34:1false
- 45:1false
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Answer : 1. "3:1"
Q: $$\sqrt{x}÷ \sqrt{144} = 0.02, $$ then the value of x is
1577 05ee0bc890cb2490dae76c449
5ee0bc890cb2490dae76c449- 11.64false
- 22.64false
- 31.764false
- 40.0576true
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Answer : 4. "0.0576"
Q: One angle of a triangle is 55°. If the other two angles are in the ratio 9:16, find the angles?
1577 160796ed42e8e292d5f941064
60796ed42e8e292d5f941064- 165° और 115°false
- 290° और 160°false
- 355°और 165°false
- 445° और 80°true
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Answer : 4. "45° और 80°"
Q: A rational number between $${3\over4} $$ and $${3\over8} $$ is :
1577 05ee849ca79b5ea388bec12c1
5ee849ca79b5ea388bec12c1- 1$${5\over9}$$true
- 2$$1{9\over16}$$false
- 3$${7\over9}$$false
- 4$${7\over3}$$false
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Answer : 1. "$${5\over9}$$"
Q: If $${(2cos^3 A-cosA)\over (sin A- 2 sin^3 A)=1}$$ then what is the value of A?
1577 06450b12b223d4c08a7d9b900
6450b12b223d4c08a7d9b900- 1false
900
- 2false
300
- 3true
450
- 4false
600
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Answer : 3. "450
"
Q: The compound interest on 12000 for 9 months at 20 % per annum , interest being compounded quarterly is
1576 05f16b369cf79540a7539251c
5f16b369cf79540a7539251c- 1₹ 2136false
- 2₹ 1750false
- 3₹ 1891.50true
- 4₹ 2089.70false
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Answer : 3. "₹ 1891.50 "
Q: Find the area of the circle formed in an equilateral triangle of side 42 cm. Using (π=22/7)
1576 05f4df35082369c1d6113c1ae
5f4df35082369c1d6113c1ae- 1$$ 231 \ cm^{2}$$false
- 2$$ 462 \ cm^{2}$$true
- 3$$ {22 \sqrt{3}}\ cm^{2}$$false
- 4$$ 924 \ cm^{2}$$false
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