1.
After his office , in the evening , a man walks facing the sun. He turns to his right , then left and again to his left and then to the right . In which direction is he moving now?
Correct Answer
D. WEST
Explanation
The man initially walks facing the sun, which means he is walking towards the west. When he turns to his right, he is now facing the north. Then, when he turns left, he is facing the west again. Finally, when he turns right for the second time, he is now facing the north. Therefore, the man is currently moving in the west direction.
2.
Starting from a point , Raju walked 12 m towards North, he turned right and walked 10m , he again turned right and walked 12 m , then he turned left and walked 5 m. How far is he now and which direction from the staring point?
Correct Answer
A. 15 m towards EAST from his starting point.
Explanation
Raju initially walks 12 m towards the North. Then, he turns right and walks 10 m, followed by another right turn and walking 12 m. Finally, he turns left and walks 5 m. By combining these movements, it can be observed that Raju has moved 12 m towards the North, then 10 m towards the East, followed by another 12 m towards the South, and finally 5 m towards the West. Thus, he is now 15 m towards the East from his starting point.
3.
Ajay travelled 10 Km straight facing East , then he took a left turn and moved another 5 Km, then he again took a left turn and moved further 10 Km . How far is he from the staring point?
Correct Answer
C. 5 km
Explanation
After travelling 10 km straight facing East, Ajay takes a left turn and moves 5 km. This forms a right-angled triangle with the starting point as one vertex and the current position as another vertex. The hypotenuse of this triangle represents the distance between the starting point and the current position. Ajay then takes another left turn and moves 10 km, forming another right-angled triangle. The hypotenuse of this triangle represents the final distance between the starting point and the current position. By using the Pythagorean theorem, we can calculate the length of the hypotenuse, which is 5 km. Therefore, Ajay is 5 km away from the starting point.
4.
A man walks 2 Km Southward and takes a right turn and walks 5 Km and then turns left and walks 3 Km and again turning left walks 5 Km . In which direction is he now from the staring point?
Correct Answer
A. EAST
Explanation
The man initially walks 2 km southward and then takes a right turn, which means he is now facing west. He then walks 5 km in this direction. After that, he takes a left turn, which means he is now facing south. He walks 3 km in this direction and then takes another left turn, which means he is now facing east. Finally, he walks 5 km in this direction. Therefore, the man is now in the east direction from the starting point.
5.
Mr Nitin started from his house , walked 4 Km North , then 6 Km West , then 12 Km South. How far was he from his home then ?
Correct Answer
A. 10 KM
Explanation
After walking 4 km north, Mr Nitin changes direction and walks 6 km west. This means that he has moved in a diagonal direction towards the northwest. Then, he walks 12 km south, which means he has moved in a diagonal direction towards the southwest. The north and south movements cancel each other out, leaving only the west movement. Since he walked 6 km west, he is 6 km away from his home in the west direction. Using the Pythagorean theorem, we can calculate the distance between his current location and his home, which is approximately 10 km.
6.
Robin faces North and covers 24 Km , turns West and covers 12 Km, then turns South and covers 6 Km and turns West again and covers 12 Km . In which direction is he moving with respect to the starting point?
Correct Answer
B. North West
Explanation
Robin starts by facing North and covers 24 km. Then, he turns West and covers 12 km. After that, he turns South and covers 6 km. Finally, he turns West again and covers 12 km. Since Robin initially faces North and then turns West twice, he is moving in the North West direction with respect to the starting point.
7.
Radha and Sita are standing 10 m apart with Radha on left of Sita. Both start travelling towards North, walks for about 30 m and then turn right to travel 40 m more. Radha , then takes a left turn , travels 20 m and stops but Sita takes a right turn to travel 10 m. Sita again turns right, travels 10m and stops. How far are they from each other?
Correct Answer
C. 30 m
Explanation
After both Radha and Sita travel 30 m towards the North, they turn right and travel 40 m more. This means they are now 10 m apart, with Radha on the left. Radha then takes a left turn and travels 20 m, while Sita takes a right turn and travels 10 m. This means they are now 30 m apart, with Radha on the left. Therefore, the correct answer is 30 m.
8.
A dog is taken out every morning by the owner whose house faces North. They walk 200m straight , turn right at an angle of 450 and travel 100 m. They turn right at an angle of 450, travel 200m , and again turn 450 towards right , travel 100 m . Then they take a final 450 turn towards right, travel 200m and stop. How far are they from the house?
Correct Answer
C. 200 [ 1 + 1/√2 ]m
Explanation
The dog and the owner start by walking 200m straight. Then, they turn right at an angle of 45 degrees and travel 100m. They repeat this process two more times, turning right at a 45-degree angle and traveling 200m, and then turning right again and traveling 100m. Finally, they take a final 45-degree turn to the right and travel 200m.
This creates a square with sides of length 200m. The diagonal of this square can be found using the Pythagorean theorem, which states that the square of the hypotenuse of a right triangle is equal to the sum of the squares of the other two sides. In this case, the diagonal is the hypotenuse, and the sides of the square are 200m.
Using the Pythagorean theorem, we can calculate the length of the diagonal to be 200 * sqrt(2) m. Adding this to the 200m distance from the house, we get a total distance of 200 * (1 + 1/sqrt(2)) m. Therefore, the correct answer is 200 [ 1 + 1/√2 ]m.
9.
Sita walks a distance of 6 Km towards West, then turns to her right and walks 5 Km. She again turns right and walks 6 Km. She then turns to her left and walks 6 Km. How far is she from her starting position and in what direction?
Correct Answer
B. 12 km towards north East
Explanation
After walking 6 km towards the west, Sita turns right and walks 5 km. Then, she turns right again and walks 6 km. Finally, she turns left and walks 6 km. This means that she has moved 6 km towards the west, 5 km towards the north, 6 km towards the east, and 6 km towards the south. By drawing a diagram, we can see that these movements form a right-angled triangle. Using the Pythagorean theorem, we can calculate the distance from her starting position to be 10 km. The direction is towards the northeast, as she has moved both north and east. Therefore, the correct answer is 12 km towards north east.
10.
Arnab started moving in East and walked 6 Km straight. After taking a left turn he moved 5 Km , then he took another left turn and walked 7 Km straight. How far is he from the starting point?
Correct Answer
D. None of the options
11.
Ajay started moving towards South . In which direction will he be moving after taking 126 turns in clockwise direction towards his right . Which will be the opposite direction at the end of 128th turn he will be facing?
Correct Answer
A. North
Explanation
After taking 126 turns in the clockwise direction towards his right, Ajay will be facing South. Since each turn is 90 degrees, 126 turns will bring him to face the opposite direction, which is North. Therefore, at the end of the 128th turn, he will be facing North.
12.
Nitin started walking towards west. He travels 5 Km and takes a right turn and walks another 3 Km . He again takes a left turn and walks 4 Km. He takes another right turn and walks 3 Km. Then he agin takes a left turn and walks another 5 Km. Then he takes a 450 turn in clockwise direction. In which direction is Nitin moving finally into?
Correct Answer
C. North east
Explanation
Nitin started walking towards the west. After traveling 5 km, he took a right turn and walked 3 km. Then, he took a left turn and walked 4 km. Nitin then took another right turn and walked 3 km. After that, he took a left turn and walked 5 km. Finally, he took a 450 turn in the clockwise direction. Considering all the turns and distances, Nitin is moving in the north east direction.
13.
Ramesh walked 5 Km straight from his house towards west, then turned right and walked 3 Km. Thereafter, he took left turn and walked 2 Km. Further he turned left and walked 3 Km. Finally he turned right . In what direction he was finally from his house?
Correct Answer
D. West
Explanation
Ramesh initially walked 5 Km towards the west, then turned right and walked 3 Km, which means he was now facing north. He then took a left turn and walked 2 Km, which means he was now facing west. After that, he turned left again and walked 3 Km, which means he was now facing south. Finally, he turned right, which means he was facing west. Therefore, he was finally west from his house.
14.
Bhaibav travelled 2 Km towards North, then turned right and travelled 2 Km more. He then turned 450 to his left, walked for about a kilometer and turned 1350 in anticlockwise direction. He again walked straight for about 1.5 Km, turned left to travel 2 Km and finally turned to his right . In which direction was he walking finally?
Correct Answer
D. West
Explanation
Bhaibav initially traveled 2 Km towards the North. Then, he turned right and traveled 2 Km more, which means he moved towards the East. After that, he turned 450 to his left, which is equivalent to a right turn of 900, and walked for about a kilometer. This means he was moving towards the South. Then, he turned 1350 in the anticlockwise direction, which is equivalent to a right turn of 2250. This means he was now moving towards the West. Finally, he walked straight for about 1.5 Km, maintaining his direction towards the West. Therefore, the answer is West.
15.
Shikha walks 18 m towards west, then turns to her right and walks 18m and then turns to her left and walks 10m. Again turning to her left she walks 18m. What is the shortest distance between her starting point and her present position.
Correct Answer
B. 28 m
16.
Starting from a point , Raju walked 12 m north, he turned right and walked 10 m , he again turned right and walked 12 m , then he turned left and walked 5 m. How far is he now and in which direction from the starting point?
Correct Answer
B. 15 m towards East
Explanation
Raju starts by walking 12 m north. Then, he turns right and walks 10 m, which means he is now heading east. Next, he turns right again and walks 12 m, still heading east. Finally, he turns left and walks 5 m, which means he is now heading north. Therefore, he is 15 m towards the east from the starting point.
17.
The town of Paranda is located on Green Lake. The town of Akram is West of Paranda . Tokhada is east of Akram but west of Paranda . Kakran is East of Bopri but west of Tokhada and Akram. If they are all in the same district , which town is the farthest west?
Correct Answer
C. Bopri
Explanation
Bopri is the farthest west town in the given scenario. According to the information provided, Akram is west of Paranda, and Tokhada is east of Akram but west of Paranda. Further, Kakran is east of Bopri but west of Tokhada and Akram. Therefore, Bopri is the town that is the farthest west.
18.
A man is facing toward North . He takes 100 turns and every time he is taking a turn of 900 in the clockwise direction. In which direction he is facing now?
Correct Answer
A. North
Explanation
The man initially faces North and takes 100 turns, each of 900 in the clockwise direction. Since 900 is divisible by 360 (a full circle), each turn brings the man back to facing North. Therefore, after taking 100 turns, the man is still facing North.
19.
A is east of B but south east of C. C is north east of B. D is north east of C and north of A but in line with B and C. In which direction of B is D located?
Correct Answer
A. North west
Explanation
Based on the given information, D is located north of A and in line with B and C. Since C is north east of B, D would be north west of B.
20.
A man is walking facing east, then turned towards right , then turned right again. In which direction he was facing finally?
Correct Answer
D. WEST
Explanation
The man initially starts walking facing east. When he turns right, he would be facing south. Then, when he turns right again, he would be facing west. Therefore, the man was facing west finally.
21.
A person is going towards south, then turns left, then left again, then right and then right again. In which direction is he going now?
Correct Answer
B. SOUTH
Explanation
The person initially starts going towards the south. Then, after turning left, he is still going towards the south. Turning left again does not change his direction, so he is still going towards the south. Finally, after turning right twice, he is still going towards the south. Hence, the person is currently going towards the south.
22.
Mr Ajay started from his house , walked 4 km south, then 6 km east , then 12 km north . How far was he from his home then?
Correct Answer
D. 10
Explanation
After walking 4 km south, Mr Ajay changes his direction and walks 6 km east, which takes him further away from his house. Then, he walks 12 km north, which brings him closer to his house. Since the distance he walked north is greater than the distance he walked east, he will still be closer to his house than when he started. Therefore, the correct answer is 10 km.
23.
Starting from a point Raju walked 12 m south, he turned left and walked 10 m , he agin turned left and walked 12 m , then he turned right and walked 5 m . How far is he now and in which direction from the starting point?
Correct Answer
D. 15 m towards east
Explanation
Raju starts by walking 12 m south. Then, he turns left and walks 10 m, which brings him back towards the starting point. Next, he turns left again and walks 12 m, which takes him further away from the starting point. Finally, he turns right and walks 5 m, which brings him back towards the starting point. Since the last movement is towards the east, and he is now 15 m away from the starting point, the answer is 15 m towards east.
24.
Sheena walks a distance of 6 km towards east, then turns to her left and walks 5 km . She again turns left and walks 6 km . She then turns to her right and walks 6 km. How far is she from the staring point and in which direction?
Correct Answer
D. 11 km north
Explanation
Sheena walks 6 km towards the east, then turns left and walks 5 km, which brings her 1 km to the north. She then turns left again and walks 6 km, which brings her 6 km to the west. Finally, she turns right and walks 6 km, which brings her 6 km to the north. Adding up the northward distances, she is 1 km + 6 km = 7 km north of the starting point. However, since she initially walked towards the east, she is also 6 km west of the starting point. Using the Pythagorean theorem, we can calculate the distance from the starting point as sqrt((7 km)^2 + (6 km)^2) = 9.22 km. However, since the options only provide whole numbers, the closest option is 11 km north.
25.
Arnab started moving in west and walked 6 km straight . After taking a right turn he moved 5 km, then he took another right turn and walked 7 km straight. How far is he from the starting point?
Correct Answer
A. √26
Explanation
Arnab started by moving 6 km west, which we can consider as the x-axis. Then, after taking a right turn, he moved 5 km, which we can consider as the y-axis. Finally, he took another right turn and walked 7 km, which can be considered as the x-axis again. We can visualize this as a right-angled triangle, with the 6 km and 7 km sides representing the x-axis, and the 5 km side representing the y-axis. Using the Pythagorean theorem, we can calculate the distance from the starting point, which is the hypotenuse of this triangle. The distance can be calculated as the square root of (6^2 + 5^2 + 7^2), which simplifies to the square root of 36 + 25 + 49, which is equal to the square root of 110. Simplifying further, we get √110, which is approximately equal to √26. Therefore, Arnab is approximately √26 km away from the starting point.
26.
Ajay facing west travelled 10 km straight, then he took a right turn and moved another 5 km , then he again took a right turn and moved further 10 km . How far is he from the starting point?
Correct Answer
B. 5
Explanation
After traveling 10 km straight, Ajay takes a right turn and moves 5 km. Then, he takes another right turn and moves 10 km. Since he took two right turns, he is now facing east. The total distance he has traveled is 10 km + 5 km + 10 km = 25 km. However, the question asks for the distance from the starting point, which means we need to consider only the horizontal distance. Since he moved 10 km to the right and then 10 km to the left, he is 0 km away from the starting point horizontally. Therefore, he is 5 km away from the starting point.
27.
Ramesh started walking towards east. He travels 5 km and takes a left turn and walks another 3 km . He again takes a right turn and walks 4 km. He takes another left turn and walks 3 km . Then he again takes a right turn and walks another 5 km . Then he takes a 450 turn in anti-clockwise direction . In which direction is Ramesh finally moving ?
Correct Answer
A. North west
Explanation
Ramesh initially starts walking towards the east. After traveling 5 km, he takes a left turn and walks 3 km, which means he is now moving towards the north. Then, he takes a right turn and walks 4 km, which means he is now moving towards the east again. After that, he takes another left turn and walks 3 km, which means he is now moving towards the north again. Finally, he takes a right turn and walks 5 km, which means he is now moving towards the east again. However, when he takes a 450 turn in the anti-clockwise direction, it means he is turning towards the north-west direction. Therefore, Ramesh is finally moving in the north-west direction.
28.
Kunal walked 5 km straight from his house towards east, then turned left and walked 3 km . Thereafter, he took right turn and walked 2 km. Further he turned right and walked 3 km. Finally he turned left. In what direction he was finally from his house?
Correct Answer
C. EAST
Explanation
Kunal initially walked 5 km towards the east from his house. Then, he turned left and walked 3 km, which means he was now heading towards the north. After that, he took a right turn and walked 2 km, which means he was now heading towards the east again. Next, he turned right and walked 3 km, which means he was now heading towards the south. Finally, he turned left, which would bring him back to the east direction. Therefore, he was finally in the east direction from his house.
29.
Ajay started moving towards north. In which direction he will be moving after taking 360 turns in anticlockwise direction towards his left. Which direction will he be facing after the 360th turn
Correct Answer
C. North
Explanation
After taking 360 turns in the anticlockwise direction towards his left, Ajay will still be moving towards the north direction. This is because every 360-degree turn brings him back to the same direction he started with. Therefore, after the 360th turn, he will still be facing north.