All Free Analytical and Logical Reasoning MCQs with Answers

• A. North-east
• B. North-west
• C. South-east
• D. South-west

Explanation: She moves 6 metres east and 12 metres north in total. Both coordinates are positive, so she is north-east of her starting point.

• A. North-east
• B. North-west
• C. South-east
• D. South-west

Explanation: His northward movement is 6 minus 3, or 3 metres. His eastward movement is 8 plus 4, or 12 metres, so he is north-east.

• A. North-east
• B. North-west
• C. South-east
• D. South-west

Explanation: She moves 12 metres west and 4 metres east, leaving 8 metres west. Her northward movement is 5 plus 3, so she is north-west.

• A. 13 metres
• B. 17 metres
• C. 12 metres
• D. 5 metres

Explanation: The final position is 12 metres east and 5 metres north of the start. These form a 5-12-13 triangle, so the distance is 13 metres.

• A. North-east
• B. North-west
• C. South-east
• D. South-west

Explanation: She travels 14 metres west, then 4 more west, and finally 3 west, while moving 6 south and 2 north.

• A. North
• B. South
• C. East
• D. West

Explanation: Starting north, the turns are right, left, right, and left. The first pair cancels and the second pair cancels, leaving him facing north.

• A. 10 metres
• B. 14 metres
• C. 12 metres
• D. 8 metres

Explanation: Her net eastward movement is 8 minus 4 plus 2, or 6 metres. Her net northward movement is 3 plus 5, or 8 metres, giving a 6-8-10 triangle.

• A. North
• B. South
• C. East
• D. West

Explanation: When facing east, a right turn points south. The distance walked does not affect the direction faced.

• A. South
• B. East
• C. North
• D. West

Explanation: The first and third walks are equal and opposite, so they cancel. Only the 8-metre movement north remains.

• A. Southwest
• B. Southeast
• C. Northeast
• D. Northwest

Explanation: Facing south, a right turn points west. He is therefore both south and west of the start, or southwest.

• A. East
• B. West
• C. North
• D. South

Explanation: The north and south walks cancel because both are 9 metres. The remaining 4-metre movement is east.

• A. Southwest
• B. Southeast
• C. Northeast
• D. Northwest

Explanation: The eastward movements total 17 metres, while the north and south movements leave him 2 metres south. Thus he is southeast of the start.

• A. 8 metres
• B. 10 metres
• C. 12 metres
• D. 14 metres

Explanation: Her total eastward displacement is 6 metres, and her northward displacement is 8 metres. The 6-8-10 triangle gives a distance of 10 metres.

• A. North
• B. West
• C. South
• D. East

Explanation: When a person faces north, a left turn points toward the west. The distance walked does not change the direction faced.

• A. 17 metres
• B. 21 metres
• C. 23 metres
• D. 25 metres

Explanation: The two movements form the perpendicular sides of an 8, 15, 17 triangle. Therefore, the straight-line distance from the start is 17 metres.

• A. Northeast
• B. Northwest
• C. Southeast
• D. Southwest

Explanation: While facing west, turning right makes him face north. He is therefore both west and north of his starting point, so he is northwest.

• A. 11 metres
• B. 12 metres
• C. 13 metres
• D. 17 metres

Explanation: The southward and eastward movements are perpendicular sides of a 5, 12, 13 triangle. The straight-line distance is therefore 13 metres.

• A. Northeast
• B. Southeast
• C. Northwest
• D. Southwest

Explanation: His eastward movement totals 14 metres, while his net northward movement is 1 metre.

• A. 8 metres
• B. 9 metres
• C. 10 metres
• D. 11 metres

Explanation: Her net movement is 8 metres north, because 13 minus 5 equals 8. Her eastward movement is 6 metres, because 4 plus 2 equals 6, giving a 6…

• A. 18 metres
• B. 20 metres
• C. 22 metres
• D. 24 metres

Explanation: The final position is 12 metres west and 16 metres south of the start. These form a 12, 16, 20 triangle, so the straight-line distance is…