Q1
Not Answered
Q1. A route goes 13 cells right and 3 cells left. Net horizontal displacement?
Net horizontal move = 13 - 3 = 10.
Puzzles
Maze Routes
Improve route planning and spatial reasoning with maze-style distance and path puzzles.
Ready to practice?
You will get a fresh set each session. Select an option to instantly see correctness and explanation.
10 questions
~5 minutes
Randomized each time
Explanations included
Answered
0%
Session
0%
Q2
Not Answered
Q2. A maze path uses segments of 6, 7, 3, and 3 steps. Total steps walked?
Total = 6 + 7 + 3 + 3 = 19.
Q3
Not Answered
Q3. Moves in maze: Right 4, Up 8, Left 2, Down 4. Grid-distance from start?
Net coordinates=(2,4). Manhattan distance = |2|+|4| = 6.
Q4
Not Answered
Q4. A route goes 12 cells right and 11 cells left. Net horizontal displacement?
Net horizontal move = 12 - 11 = 1.
Q5
Not Answered
Q5. Moves in maze: Right 6, Up 5, Left 2, Down 2. Grid-distance from start?
Net coordinates=(4,3). Manhattan distance = |4|+|3| = 7.
Q6
Not Answered
Q6. In a grid maze, you move 8 right, 24 up, then 1 left. Shortest straight-line distance from start now?
Net move: right=7, up=24. Distance = sqrt(7^2 + 24^2) = 25.
Q7
Not Answered
Q7. In a maze, face North, turn right, move, then turn left, then turn right. Final direction?
Tracking the turn sequence gives final direction East.
Q8
Not Answered
Q8. A maze path uses segments of 7, 4, 2, and 7 steps. Total steps walked?
Total = 7 + 4 + 2 + 7 = 20.
Q9
Not Answered
Q9. In a maze, face South, turn right, move, then turn left, then turn right. Final direction?
Tracking the turn sequence gives final direction West.
Q10
Not Answered
Q10. In a grid maze, you move 6 right, 4 up, then 3 left. Shortest straight-line distance from start now?
Net move: right=3, up=4. Distance = sqrt(3^2 + 4^2) = 5.
Quiz Summary
Score: 0 / 10
Accuracy: 0%
Attempted: 0 | Skipped: 10
Time: 00:00
Maze Routes Puzzle Questions with Solutions
Train your logic and pattern-recognition using timed maze routes puzzle quizzes. Solve one question at a time, get instant correctness feedback, and learn with clear explanations.
How to prepare effectively for this topic?
Practice short timed sets daily, review every explanation, and track recurring mistakes for weekly revision.
Are these questions useful for placements and competitive exams?
Yes. The format mirrors common screening rounds with option-based answers and explanation-driven learning.