find distance only section 5 Detailed Explanation And More Example
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DIRECTIONS:
- Point P is 5 m south of point A.
- Point T is 8 m east of point Q.
- Point Z is 4 m west of point V.
- Point P is 6 m west of point B.
- Point V is 6 m south of point T.
- Point Q is 4 m south of point B.
The following question based on direction & distance sense test topic of verbal reasoning
(a) $65m^2$
(b) $71m^2$
(c) $58m^2$
(d) $76m^2$
e) None of these
The correct answers to the above question in:
Answer: (b)
The area will be = Ar. of rectangle QCFD + Ar. of DHKT
= 10×5 + 3×7 = $71m^2$
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Read more type 2 section 5 mcqs Based Verbal Reasoning Questions and Answers
Question : 1
Prakash travelled 6 km northward, then turned left and travelled 4 km, then turned left and travelled 6 km. How far was Prakash from the starting point?
a) 4 km
b) 8 km
c) 6 km
d) 10 km
Answer »Answer: (a)
Required distance = 4 km
Question : 2
Rohit drives his car from Bangalore towards Mysore. At a distance of 80 km, he turns right and proceeds for 50 km. Again he turns right and travels for 70 km. Finally he turns again towards right and travels for 50 km and stops there. How far is Rohit from Bangalore?
a) 40 km
b) 30 km
c) 10 km
d) 20 km
Answer »Answer: (c)
Mysore is to the south of Bangalore.
Now, Rohit is 10km from Bangalore.
Question : 3
Neha travelled from a point X straight to point Y at a distance of 50 meters. He turned to his right and walks 50 meter more, then again turned right and walks 60 meter. Finally, he turned to right and walks 50 meters. How far is he from the starting point?
a) 20
b) 30
c) 10
d) 40
e) None of these
Answer »Answer: (c)
Question : 4
Find distance AZ.
a) $6√13 m$
b) $4√14 m$
c) $5√13 m$
d) $7√15 m$
e) $3√11 m$
Answer »Answer: (c)
Vertical distance = 5+4+6 = 15 m
Horizontal distance = (PB) + (QT – CV) = 6 + (8-4) = 10 m
So AZ = $√ (15^2 + 10^2 ) = 5√13 m$
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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