find distance only section 5 Detailed Explanation And More Example
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The following question based on direction & distance sense test topic of verbal reasoning
(a) 10 km
(b) 8 km
(c) 15 km
(d) 9 km
The correct answers to the above question in:
Answer: (c)
Required distance
= AE = AD + DE
= 4 km + 5 km = 9 km
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Read more type 2 section 5 mcqs Based Verbal Reasoning Questions and Answers
Question : 1
A and B start walking from the same point. A goes north and covers 3 km, then turns right and covers 4 kms. B goes west and covers 5 kms, then turns right and covers 3 kms. How far apart are they from each other ?
a) 9 km
b) 5 km
c) 10 km
d) 8 km
Answer »Answer: (a)
Required distance
= (5 + 4) km
= 9 km
Question : 2
A cyclist rides 40 kms to the east, turns north and rides 20 kms, again turns left and rides 20 kms. How far is he from the starting point ?
a) 10 kms
b) 30 kms
c) 0 km
d) 20 kms
Answer »Answer: (b)
Required distance
AD = $√{AE^2 + DE^2}$
= $√{20^2 + 20^2}$
= $√{400+ 400}$
= $√{800}$
= 28.28 km
» 30 km
Question : 3
Rohan walks a distance of 3 km towards North, then turns to his left and walks for 2 km. He again turns left and walks for 3 km. At this point he turns to his left and walks for 3 km. How many kilometres is he from the starting point ?
a) 2 km
b) 4 km
c) 1 km
d) 3 km
Answer »Answer: (c)
Required distance = 1 km
Question : 4
Karthik travelled 3 km east, then took a right turn and travelled 4 kms. How far is he from starting point ?
a) 12 kms
b) 7 kms
c) 5 kms
d) 3 kms
Answer »Answer: (c)
Required distance
AC = $√{AB^2 + BC^2}$
= $√{3^2 + 4^2}$
= $√{9 + 16}$
= $√{25}$
= 5 km
Question : 5
Kashish goes 30 metres North, then turns right and walks 40 metres, then again turns right and walks 20 metres, then again turns right and walks 40 metres. How many metres is he from his original position ?
a) 20
b) 10
c) 0
d) 40
Answer »Answer: (b)
The movements of Kashish are as shown in Figure.
(A to b, B to C, C to D, D to E)
∴ Kashish's distance from his original position
A = AE = (AB - BE) = (AB - CD)
= (30 - 20) = 10m.
Question : 6
A man travels 4 km due north, then travels 6 km due east and further travels 4 km due north. How far he is from the starting point ?
a) 10 km
b) 14 km
c) 8 km
d) 6 km
Answer »Answer: (a)
Required distance
AD = $√{DE^2 + AE^2}$
= $√{8^2 + 6^2}$
= $√{64+ 36}$
= $√{100}$ = 10 km
GET direction & distance sense test PRACTICE TEST EXERCISES
find directions only
find distance only
find both direction & distance
find directions only section 2
find directions only section 3
find directions only section 4
find directions only section 5
find directions only section 6
find distance only section 2
find distance only section 3
find distance only section 4
find distance only section 5
find distance only section 6
find both direction & distance section 2
find both direction & distance section 3
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