| 1. | A train travels 4 miles north from the platform, then 4 miles west, then 2 miles again north and then 4 miles west. How far is the train from the platform? |
| a. | | 14 miles |
| b. | | 10 miles |
| c. | | 12 miles |
| d. | | 12.5 miles
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| 2. | Given A(-4,0), B(-2,0), C(-2,2). The triangle formed by joining these vertices will be: |
| a. | | A right angle triangle |
| b. | | An isosceles triangle |
| c. | | Both a and b |
| d. | | None of the above
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| 3. | Find the number of revolutions made by the wheel per kilometer, with 14 cm radius. |
| a. | | App.1000 revolutions |
| b. | | App.1245 revolutions |
| c. | | App.1136 revolutions |
| d. | | App.1263 revolutions
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| 4. | Find the number of spokes in the wheel of a cycle, given the angle between two consecutive spokes as 20°. |
| a. | | 18 |
| b. | | 20 |
| c. | | 36 |
| d. | | 9
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| 5. | An airjet flies 10 miles south, then 4 miles east, then 7 miles north and then 8 miles west where it finally landed. Find the shortest distance from the starting point of the journey and the point where it finally ends. |
| a. | | 7miles |
| b. | | 6 miles |
| c. | | 8 miles |
| d. | | 5 miles
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| 6. | Find the supplement of angle 75°. |
| a. | | 105° |
| b. | | 90° |
| c. | | 15° |
| d. | | 125°
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| 7. | Find the angle whose supplement divide by thrice its complement are in the ratio of 5:6. |
| a. | | 60° |
| b. | | 30° |
| c. | | 90° |
| d. | | 120°
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| 8. | An ice-cream cone has the height of 7cm and diameter of 6 cm. Calculate the volume of the ice-cream that will be filled in this cone. |
| a. | | 164 cm³ |
| b. | | 66 cm³ |
| c. | | 124 cm³ |
| d. | | 98 cm³
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| 9. | Find the area of a triangle having sides 7m, 8m, and 9m. |
| a. | | 12v5m² |
| b. | | 30m² |
| c. | | 12v3m² |
| d. | | 8v5m²
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| 10. | A solid metal cylinder having a radius of 5cm and height of 18 cm is melted down and recasted as a cone having radius of 3cm. Find the height of the cone. |
| a. | | 150cm |
| b. | | 100cm |
| c. | | 120cm |
| d. | | 125cm
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| 11. | A rectangle has an area of 36 cm and perimeter of 30 cm. Find the larger side of it. |
| a. | | 15cm |
| b. | | 18cm |
| c. | | 10cm |
| d. | | 12cm
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| 12. | A buffalo is tied to the ground with a rope. What should be the length of the rope, so that the buffalo can graze in 616m² area only? |
| a. | | 10m |
| b. | | 12m |
| c. | | 14m |
| d. | | 15m
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| 13. | Calculate the total surface area of a cuboid whose dimensions are 12m, 10m and 5m. |
| a. | | 400m² |
| b. | | 460m² |
| c. | | 360m² |
| d. | | 480m²
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| 14. | Calculate the volume of a sphere, which has a diameter of 42cm. |
| a. | | 38808cm³ |
| b. | | 38888cm³ |
| c. | | 30088cm³ |
| d. | | 38080cm³
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