If S5 is 24 m to the of S11 and S12 is to 12 m to the of S11 then what is the shortest distance betw...........

Logical Reasoning(Master ) Direction Sense

Nine shops –S1, S2, S3, S4, S5, S6, S7, S8 and S9 were located at some distance from each other in a shopping complex. S3 was 16 m % to that of S2. S1 was 6 m # of that of S2 and S8 was 12 m @ of that of S1. S7 was 8 m $ of that of S8 while S4 was 24 m % of that of S7 and S6 was 12 m # of that of S7. S9 was situated just in the middle of S2 and S3 while S5 was just in the middle of S8 and S4.
Here, # means North, @ means South, % means East and $ means West
Note: If two symbols are given simultaneously then we will consider both the directions.
For example,
X#%Y means Y is to the North-East of X
Y#%X means X is to the North-East of Y

If S5 is 24 m to the $ of S11 and S12 is to 12 m to the # of S11 then what is the shortest distance between S4 and 12?

25 m

20 m

10√3 m

18 m

12√3 m

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Explanation:

Following the final solution and applying the given conditions we can redraw the final figure as:

Here, the shortest distance between S4 and S12 is 20 m.