x is directly proportional t^5/2
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Given that
y ∝ x^(5/2)
Let y = kx^(5/2) ———(1)
where k is proportionality constant.
Now when x is tripled i.e. x becomes 3x, y becomes y₁
So y₁ = k(3x)^(5/2)
=> y₁ = k × 3^(5/2) × x^(5/2)
=> y₁ = 3^(5/2) × kx^(5/2)
=> y₁ = 3^(5/2) × y [ from equation (1)]
So y₁ will be 3^(5/2) times of y.
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