Question
Statement : "To reduce accidents, the traffic
department has made it mandatory for two-wheeler riders to wear helmets." Assumptions : I. Helmets can reduce the severity of injuries during accidents. II. People may comply with the rule if it is made mandatory. A statement is given, followed by two assumptions I and II. You have to consider the statement and two assumptions and decide which of the assumption(s) is/are implicit.Solution
Assumption I is implicit because the statement suggests helmets are effective in reducing injuries. Assumption II is also implicit as the traffic department expects compliance by making it mandatory.
- A rectangle has its sides measuring 32 cm in length and 18 cm in breadth. If the length is increased by 50% and the breadth is reduced by 20%, calculate th...
The perimeter of a floor a room is 36m. What is the area of four walls of the room, if its height is 6m?
The sum of the total surface areas of two cubes is 1572 cm2. If the product of the length of their edges is 99 cm2, then find the ...
- A shopkeeper plans to wrap a rectangular gift box with gift paper. The dimensions of the box are 15 cm × 12 cm × ‘a’ cm. The cost of wrapping the gif...
Perimeter of a square is equal to perimeter of a rectangle, if area of square is 900 sq.cm and length of rectangle is four times that of breath. Find th...
The volume of a cube is 4096 cm³. If the cost of painting the cube is Rs. 4 per cm², then find the cost of painting five faces of the cube.
- The volume of a cube is 343 cm³. If the cost of painting the cube is Rs. 9 per cm², then find the cost of painting five faces of the cube.
The two parallel sides of a trapezium are 27 cm and 13 cm respectively. If the height of the trapezium is 8 cm, then what is its area in m²?
The ratio of the height of cylinder and cone is 14:27, and ratio of the radius is 6:7. The cylinder and cone are transformed into two cubes, respectivel...
The length and breadth of a rectangular plot of a land are in the ratio 9:7. The owner spent Rs 8,000/- for surrounding it from all the sides at ...