Directions (71-75) : What approximate value will come in place of the question mark (?) in the given questions ? (You are not expected to calculate the exact value) |
71). \( \Large 1440 \div \sqrt{145} \ +44.85 - ? =21.92 \times 5.04 \)
A). 55 |
B). 60 |
C). 75 |
D). 70 |
E). 65 |
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72). 59.95 % of \( \Large (?\times8.03) - \sqrt{4227} \ = 6.92 \)
A). 3 |
B). 10 |
C). 15 |
D). 28 |
E). 22 |
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73). \( \Large \dfrac{39.97 \times \sqrt{?}}{55.88} = 5^{2} \)
A). 625 |
B). 25 |
C). 1225 |
D). 35 |
E). 1025 |
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74). 3089.92-930.02-? = 21.92 X 49.93
A). 1030 |
B). 900 |
C). 1060 |
D). 1080 |
E). 920 |
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75). \( \Large \dfrac{1563.96+1636.09}{2^{3}} = ?^{2} \)
A). 28 |
B). 20 |
C). 18 |
D). 16 |
E). 14 |
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76). Radha invests certain sums in scheme A (for 6 years) and B (for 5 years) (both offering simple-interest). The sum invested in scheme B was 25% less than that in scheme A. The interest received from both the schemes is equal. If the interest offered by scheme A is 10% p.a., what is the rate of interest (p.a.) offered by scheme B ?
A). 0.12 |
B). 0.2 |
C). 0.16 |
D). 0.25 |
E). 0.13 |
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77). Present age of B is three years more than half of A's age six years ago. The respective ratio between A's age nine years ago and B's age six years ago is 9:4. What is B's present age ?
A). 18 years |
B). 32 years |
C). 19 years |
D). 22 years |
E). 28 years |
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78). Jar A has X litre milk and Jar B has Y litre water. 80% milk and 20% water was taken out from the respective jars and were mixed in Jar C. The respective ratio between milk and water in Jar C was 2:1. When 18 litre pure milk was added to Jar C, the total quantity of mixture in Iar C became 78 litre, what was the value of X ?
A). 90 |
B). 50 |
C). 60 |
D). 80 |
E). 40 |
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Directions (79-83) : What should come in place of question mark (?) in the given number series ? |
79). 5 9 35 209 ? 16709
A). 1711 |
B). 1574 |
C). 1627 |
D). 1671 |
E). 1681 |
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80). 5 12 23 43 79 ?
A). 130 |
B). 110 |
C). 140 |
D). 160 |
E). 150 |
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