A farmer has \(2\) lands in the shape of a square. He has \(3\) sons and decided to split the lands into \(3\) equal areas. If 2 times the area of a smaller square land is subtracted from the area of the larger square land is 148 \(m^2\). The sum of the areas of \(2\) squares is 556 \(m^2\).
Now, answer the following questions.
1. Determine the pair of linear equations for the given statement if \(x\) denotes the smaller square land and \(y\) denotes the larger square land.
2. The area of a smaller square land is \(m^2\).
3. The area of a larger square land is \(m^2\).
4. The area of land received by each of the sons from the larger square land is \(m^2\).
Reference:
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