Question
Average weight of a group of βxβ people increased by
1.5 kg, when a person weighing 56 kg joined the group while the average weight increased by 2 kg when two persons weighing 51 kg, each, joined the group. Find the value of βxβ.ΒSolution
Number of people in the group = βxβ
Let, average weight of each person in the grouop be βyβ kg
Total weight of all the persons in the group = x Γ y = βxyβ kg
ATQ,
(xy + 56) = (x + 1) Γ (y + 1.5)
Or, xy + 56 = xy + y + 1.5x + 1.5
Or, y + 1.5x = 54.5
So, y = 54.5 β 1.5x ------------(I)
Also,
(xy + 51 Γ 2) = (x + 2) Γ (y + 2)
Or, xy + 102 = xy + 2y + 2x + 4
Or, y + x = 49 ------------ (II)
Putting value of βyβ from equation (I) in equation (II), we get
54.5 β 1.5x + x = 49
Or, 0.5x = 5.5
So, x = 11
So, value of βxβ = 11
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