A farmer divided certain number of acres of land among 3 sons and 1 daughter in such a way that 1/3rd of the total land was given to elder son, 1/2 of the remaining was given to second son, 1/3rd of the remaining was given to his younger son, and the remaining to his daughter. As a result, the younger son and daughter received equal number of acres. Find the total number of acres divided, if daughter gets 12 acres land.	Choose the correct choice from the following
A) 72	B) 90	C) 120	D) 84	E) 62
Let total number of land Y acre   Elder son =   Y × 1/3 = 1/3 Y   Remaining = Y – 1/3 Y = 2/3 Y   Second son = 1/2 of 2/3 Y = 1/3 Y   Remaining = 1/3 Y = 24 acre [ 12 + 12= 
<gadget id="calculator"> 12 + 12</gadget>
<output>24</output>
24, younger son + Daughter]   1/3 Y= 24, then Y = 24 × 3/1 = 72   Option 72
<result>A</result>
A farmer divided certain number of acres of land among 3 sons and 1 daughter in such a way that 1/3rd of the total land was given to elder son, 1/2 of the remaining was given to second son, 1/3rd of the remaining was given to his younger son, and the remaining to his daughter. As a result, the younger son and daughter received equal number of acres. Find the total number of acres divided, if daughter gets 12 acres land.