Question
Rahul walks 40m towards % direction, then he takes a
left turn and walks 30m then he turns towards right and move a distance of 25m. Then he moves 15m towards # direction and further takes a right turn and walks 20m and stops. If Rahul’s car is still 15m towards # direction from Rahul’s final position then find Rahul’s car is how much far and in which direction from Rahul’s initial position? In a certain coded language, @ means East # means West $ means North % means South Here, Y@Z means Z is to the East of Y Z@Y means Y is to the East of Z. Note: If two symbols are given simultaneously then we will consider both the directions. For example, Y$@Z means Z is to the North-East of Y Z$@Y means Y is to the North-East of ZSolution
With the given hints following image can be drawn. Note- IP and FP denote Initial position and Final position respectively. Thus Rahul’s car is 45m towards the south (%) of Rahul’s initial position. Hence option C is correct.
- Identify x such that x% of 540 plus {1080 ÷ x of 9} × 6 gives 162
- Determine the value of ‘p’ if p = √529 + √1444
2/5 of 3/4 of 7/9 of 14400 = ?
(32.1)² + (46.8)² - (28.8)² =? + 2257.97
(36/8)2 × (912/38) ÷ (122/1586) = ?
...What value should come in the place of (?) in the following questions.
336 ÷ 6 ÷ √16 * ? = 1400 ÷ 4
If 1.123 × 3.211 = 3.122 + ______________, then the number in blank space is
3.3 Times 2/27 of 40% of 364=?
√529 + √64 + 92 = ?
(3/7) of 700 + 33(1/3)% of 339 - 69 =?