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CSAT - Direction Sense — UPSC Questions & Practice

Practise 75 CSAT - Direction Sense questions from UPSC for competitive exams such as UPSC, Banking, SSC and Railway. Read the worked questions below, check every answer with an explanation, and track what you get wrong.

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Practice questions on CSAT - Direction Sense — with answers

Try each question first, then open the answer. Explanations are included.

1. A person walks 18 km towards North, then turns and walks 10 km towards East. What is the shortest (straight-line) distance from the starting point?

  1. A22.59
  2. B24.59
  3. C20.59
  4. D19.59
Show answer

Answer: C

Using the Pythagorean theorem: Distance = sqrt(18^2 + 10^2) = sqrt(324 + 100) = sqrt(424) = 20.59 km.

2. A person walks 8 km towards North, then turns and walks 12 km towards East. What is the shortest (straight-line) distance from the starting point?

  1. A14.42
  2. B10.42
  3. C12.42
  4. D17.42
Show answer

Answer: A

Using the Pythagorean theorem: Distance = sqrt(8^2 + 12^2) = sqrt(64 + 144) = sqrt(208) = 14.42 km.

3. A person walks 2 km towards North, then turns and walks 6 km towards East. What is the shortest (straight-line) distance from the starting point?

  1. A7.32
  2. B5.32
  3. C4.32
  4. D6.32
Show answer

Answer: D

Using the Pythagorean theorem: Distance = sqrt(2^2 + 6^2) = sqrt(4 + 36) = sqrt(40) = 6.32 km.

4. A person walks 18 km towards North, then turns and walks 6 km towards East. What is the shortest (straight-line) distance from the starting point?

  1. A18.97
  2. B17.97
  3. C22.97
  4. D20.97
Show answer

Answer: A

Using the Pythagorean theorem: Distance = sqrt(18^2 + 6^2) = sqrt(324 + 36) = sqrt(360) = 18.97 km.

5. A person walks 8 km towards North, then turns and walks 18 km towards East. What is the shortest (straight-line) distance from the starting point?

  1. A23.7
  2. B18.7
  3. C19.7
  4. D20.7
Show answer

Answer: C

Using the Pythagorean theorem: Distance = sqrt(8^2 + 18^2) = sqrt(64 + 324) = sqrt(388) = 19.7 km.

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