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Directions : Read the following information carefully to answer the questions that follow. The questions are based on following coding formats:
# – North
@ – South
% – East
$ – West
! – Either 4 or 6 m
& – Either 3 or 10 m
Examples: P@Q means P is South of Q, P#$Q means P is North-West of Q, P$!Q means P is West of Q at a distance of either 4 or 6 m.
Conditions given are as:
I. A#&B
II. A#$C
III. C%B
IV. C$!D
V. E@&D
VI. F$!E
VII. G#!F
VIII. G@$C
Q. A man starts walking from point A walks for 5m in ‘%’ direction, reaches point J, turns ‘@’ direction and now walks 7m to reach point G. Given J#G. What is the distance between points C and A. (Take points from question number 1 also).
  • a)
    √38m
  • b)
    √34m
  • c)
    √42m
  • d)
    4√8m
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
Directions :Read the following information carefully to answer the que...
According to conditions given:
I. A#&B
II. A#$C
III. C%B
IV. C$!D
V. E@&D
VI. F$!E
VII. G#!F
VIII. G@$C
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Most Upvoted Answer
Directions :Read the following information carefully to answer the que...

Analysis:
- The man starts at point A and walks 5m in the East direction to reach point J.
- From point J, he turns in the North direction and walks 7m to reach point G.
- Given J#G, which means J is North of G.

Solution:
- Since J is North of G, and the man walked North from J to G, we can conclude that G is South of J.
- Therefore, G is South of J, and J is East of A.
- We can infer from the conditions given that A#$C, C%B, and C$!D.
- Combining these conditions, we can deduce that A is North-West of C, C is South of B, and C is West of D.
- Now, to find the distance between points C and A, we need to consider the distances given in the conditions.
- Since C is West of D at a distance of either 4 or 6m, the distance between C and D is 4 or 6m.
- Similarly, since C is South of B at a distance of either 3 or 10m, the distance between C and B is 3 or 10m.
- As A is North-West of C, the distance between C and A will be the hypotenuse of the right-angled triangle formed by C, A, and the intersection of distances from C to B and D.
- Using Pythagoras theorem, we can calculate the distance between C and A as √(3^2 + 6^2) = √(9 + 36) = √45 = √(9 * 5) = 3√5 ≈ √45 ≈ √34m.

Therefore, the distance between points C and A is approximately √34m, which is closest to option b) √34m.
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Directions :Read the following information carefully to answer the questions that follow. The questions are based on following coding formats:# – North@ – South% – East$ – West! – Either 4 or 6 m& – Either 3 or 10 mExamples:P@Q means P is South of Q, P#$Q means P is North-West of Q, P$!Q means P is West of Q at a distance of either 4 or 6 m.Conditions given are as:I. A#&BII. A#$CIII. C%BIV. C$!DV. E@&DVI. F$!EVII. G#!FVIII. G@$CQ. A man starts walking from point A walks for 5m in ‘%’ direction, reaches point J, turns ‘@’ direction and now walks 7m to reach point G. Given J#G. What is the distance between points C and A. (Take points from question number 1 also).a)√38mb)√34mc)√42md)4√8mCorrect answer is option 'B'. Can you explain this answer?
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