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In certain coding language, the directions are coded as per below conditions. A@B means – A is North of B A%B means – A is South of B A#B means – A is East of B A $ B means – A is West of B @ and $ means the distance between the two points is either 4m or 8m. % and # means the distance between the two points is either 3m or 7m. AB > CD Means the distance between point A and B is greater than that of point C and D.
Example: A @ B means A is north of B and the distance between A and B is either 4m or 8m and so on. Condition: T#Q, U%Q, R@V, S#V, R $ U, S@W, P#W, TQ > WP, VS > RU
If N#M, N@O $ K, RV > NO and the point M is exactly to the east of U and also to the South of T. Then what is the shortest distance between Point S and Point O?
√65
√137
Cannot be determined
Either (A) or (B)
√70
Hence applying Pythagoras theorem,
Hence option D is correct
By: Parvesh Mehta ProfileResourcesReport error
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