Question

Certain number of Bikes and Cars are parked in ten sheds numbered from 1 to 10.Shed 1 to
Shed 5 are built from west to east in same order and they are in Row-1.Shed 6 to Shed 10 are
built from west to east in same order and they are in Row-2. Row-2 is to the north of Row-1
such that Shed 6 is exactly in front of Shed 1, Shed 7 is exactly in front of Shed 2 and so on.
Consider all the sheds are faced towards north direction. Each sheds are painted with different
colors such that no two sheds are painted with same color. Each shed has at least 1 bike and 1
car.
Cost of each car is Rs.3.6 lakh and cost of each bike is Rs.2.4 lakh. Total value of each shed is
equal to sum of the cost of all bikes and all cars in that shed. Total number of vehicles in a shed
is equal to the sum of the number of bikes and cars in that shed. Total number of cars in all the
sheds together in Row-2 is 12. Total value of all vehicles in all the sheds together in Row 1 is Rs.
66 lakh. Total value of Purple and Yellow colored sheds are same. Total value of Green and Grey
colored sheds are same. Number of bikes in Yellow and Blue colored sheds are same. Total
number of cars in Green and Yellow colored sheds together is equal to 5. Number of bikes in
Grey colored shed is equal to number of cars in Yellow colored shed. Average number of
vehicles in White colored shed is equal to number of cars in Silver colored shed. Total value of
Orange colored shed is Rs.7.2 lakh less than Silver colored shed. Shed 10 has equal number of
cars and bikes.
Sum of the shed numbers of Purple and Yellow colored sheds together is 9.Brown colored shed
is in Row-2. Total value of Shed 4 is Rs.9.6 lakh, which is more than only the total value of Shed
6.Grey colored shed is a prime numbered shed, which is exactly in front of White colored
shed. Total value of Purple colored shed is Rs.16.8 lakh. Total value of Green colored shed is
equal to the sum of the total value of Black and Brown colored sheds. There are two sheds
between the only highest valued shed and Brown colored shed. Blue and Orange colored sheds
are in different rows.
Silver colored shed is exactly in front of Black colored shed. Number of bikes in Silver colored
shed is 2 more than the number of bikes in White colored shed. Number of bikes in White
colored shed is 1 more than the number of cars in Shed 4. Total number of vehicles in Shed 4 is
three. Sum of the total value of the adjacent sheds of the Blue colored shed is Rs 20.4 lakh.
Total value of only one shed is more than Rs. 18 lakh. Total value of Brown colored shed is half
of the total value of the Orange colored shed. Grey and Green colored sheds are in different
rows. Number of cars in Blue colored shed is same as number of cars in Brown colored shed.​

Answer 1

Answer:

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