All the roads of a city are either perpendicular or parallel to one another. The roads are all straight. Roads A, B, C, D and E are parallel to one another. Roads G, H, I, J, K, L and M are parallel to one another.**(i). **Road A is 1 km east of road B.**(ii). **Road B is ½ km west of road C.**(iii). **Road D is 1 km west of road E.**(iv). **Road G is ½ km south of road H.**(v). **Road I is 1 km north of road J.**(vi).** Road K is ½ km north of road L.**(vii).** Road K is 1 km south of road M.

**If road E is between B and C, then distance between A and D is :**

** Option:**

**A.**½ km

**B.**1 km

**C.**1.5 km

**D.**1.5 - 2 km

**E.**2 - 2.5 km

**Answer: D . 1.5 - 2 km**

** Justification:**

Clearly from statements (1) and (2), figure 1 follows; from statement (3), figure 2 follows; from statement (4), figure 3 follows; and from statement (5), figure 4 follows; and from statements (6) and (7), figure 5 follows.

**From the figure in Q. 50, the distance between A and D= AB + ED - BE = (1 + 1 - ¼) = 2 - .25 i.e. between 1.5 to 2 km.**