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Bunuel
Three daughters and two sons inherit land from their parents. The older son inherits 1/4 of the land and the oldest daughter inherits 1/3. The three remaining children equally share the remaining land. What fraction of the land does the younger son inherit?

(A) 1/12
(B) 5/36
(C) 5/21
(D) 7/36
(E) 7/21

The total land (1) is to be divided among 5 children.

Two of the children got 1/4th and 1/3rd of the land, i.e.,
The remaining land to be divided among the remaining three children = \(1 - 1/4 - 1/3\)
For solving fractions, take common denominator which makes equation = \(12/12- 3/12 - 4/12\)
Thus, remaining land = \(5/12\)

Now, we need to find the land allotted to the younger son and we are given that the remaining three children (apart from the oldest son and the oldest daughter) get the same amount of the remaining land.

So, the amount of land that younger son gets = \(5/12 * 1/3\) = \(5/36\)

Hence, the answer is B) 5/36
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