find the mean of the parameters of two squares having sides X units and Y units
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Here, consider the formula that for a square;
Perimeter=4a
where a is the measurement of the side of the square.
So, for the square having side of x units;
Perimeter=4x
... (1)
Similarly, for the square having side of y units;
Perimeter=4y
... (2)
Thus, using equation (1) and (2);
Mean=
4x+4y
2
Mean=
2(2x+2y)
2
Mean=2x+2y
Therefore, the mean of the perimeters of the square having sides of x and y units is 2x+2y
Perimeter=4a
where a is the measurement of the side of the square.
So, for the square having side of x units;
Perimeter=4x
... (1)
Similarly, for the square having side of y units;
Perimeter=4y
... (2)
Thus, using equation (1) and (2);
Mean=
4x+4y
2
Mean=
2(2x+2y)
2
Mean=2x+2y
Therefore, the mean of the perimeters of the square having sides of x and y units is 2x+2y
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