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Master Shortest Distance - Intermediate-Advanced Level Problems Shortest Distance INTERMEDIATE ADVANCED

Excel in competitive exams with this self assessment worksheet on Shortest Distance. Worksheet 7 of 10 contains 20 intermediate-advanced-level problems. Target your accuracy improvement skills while practicing shortest distance shortcut methods, shortest distance bank exam questions, and shortest distance ssc cgl.

📝 Worksheet 7 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Intermediate Advanced level

What you'll learn in this worksheet:
Your progress through Shortest Distance
Worksheet 7 of 10 (66% complete)

Question 1

A person walks 27m East, then 28m North. What is the shortest distance between his starting and ending points?
Net displacement: (27, 28). Shortest distance = √(27² + 28²) = 38.9 m.

Question 2

A person walks 35m East, then 37m North, then 20m North. What is the shortest distance between his starting and ending points?
Net displacement: (35, 57). Shortest distance = √(35² + 57²) = 66.9 m.

Question 3

A person walks 17m South, then 30m West, then 24m East. What is the shortest distance between his starting and ending points?
Net displacement: (-6, -17). Shortest distance = √(-6² + -17²) = 18.0 m.

Question 4

A person walks 33m East, then 35m North. What is the shortest distance between his starting and ending points?
Net displacement: (33, 35). Shortest distance = √(33² + 35²) = 48.1 m.

Question 5

A person walks 27m West, then 12m South. What is the shortest distance between his starting and ending points?
Net displacement: (-27, -12). Shortest distance = √(-27² + -12²) = 29.5 m.

Question 6

A person walks 17m West, then 26m West, then 39m South. What is the shortest distance between his starting and ending points?
Net displacement: (-43, -39). Shortest distance = √(-43² + -39²) = 58.1 m.

Question 7

A person walks 25m East, then 33m North. What is the shortest distance between his starting and ending points?
Net displacement: (25, 33). Shortest distance = √(25² + 33²) = 41.4 m.

Question 8

A person walks 38m South, then 36m West, then 15m South. What is the shortest distance between his starting and ending points?
Net displacement: (-36, -53). Shortest distance = √(-36² + -53²) = 64.1 m.

Question 9

A person walks 34m East, then 37m East. What is the shortest distance between his starting and ending points?
Net displacement: (71, 0). Shortest distance = √(71² + 0²) = 71.0 m.

Question 10

A person walks 13m West, then 14m East, then 24m East. What is the shortest distance between his starting and ending points?
Net displacement: (25, 0). Shortest distance = √(25² + 0²) = 25.0 m.

Question 11

A person walks 35m North, then 38m East. What is the shortest distance between his starting and ending points?
Net displacement: (38, 35). Shortest distance = √(38² + 35²) = 51.7 m.

Question 12

A person walks 38m East, then 24m East, then 34m West. What is the shortest distance between his starting and ending points?
Net displacement: (28, 0). Shortest distance = √(28² + 0²) = 28.0 m.

Question 13

A person walks 15m East, then 30m South. What is the shortest distance between his starting and ending points?
Net displacement: (15, -30). Shortest distance = √(15² + -30²) = 33.5 m.

Question 14

A person walks 32m East, then 27m East, then 34m West. What is the shortest distance between his starting and ending points?
Net displacement: (25, 0). Shortest distance = √(25² + 0²) = 25.0 m.

Question 15

A person walks 38m South, then 28m North, then 16m North. What is the shortest distance between his starting and ending points?
Net displacement: (0, 6). Shortest distance = √(0² + 6²) = 6.0 m.

Question 16

A person walks 12m West, then 19m North, then 15m East. What is the shortest distance between his starting and ending points?
Net displacement: (3, 19). Shortest distance = √(3² + 19²) = 19.2 m.

Question 17

A person walks 11m West, then 25m South, then 29m East. What is the shortest distance between his starting and ending points?
Net displacement: (18, -25). Shortest distance = √(18² + -25²) = 30.8 m.

Question 18

A person walks 18m West, then 14m North, then 19m West. What is the shortest distance between his starting and ending points?
Net displacement: (-37, 14). Shortest distance = √(-37² + 14²) = 39.6 m.

Question 19

A person walks 10m West, then 11m East, then 31m North. What is the shortest distance between his starting and ending points?
Net displacement: (1, 31). Shortest distance = √(1² + 31²) = 31.0 m.

Question 20

A person walks 23m South, then 16m West. What is the shortest distance between his starting and ending points?
Net displacement: (-16, -23). Shortest distance = √(-16² + -23²) = 28.0 m.
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