Correct Answer - A::B::C
`X = 45%, n_(1) = (45)/(18) = 2.5`
`Y = 15%, n_(2) = (15)/(60) = 0.25`
`Z = 40%, n_(3) = (40)/(60) = 0.666`
`X_(1) = (n_(1))/(n_(1) + n_(2) + n_(3)) = (2.5)/(2.5 + 0.25 + 0.666)`
`= (2.5)/(3.146) = 0.73`
`X_(2) = (n_(2))/(n_(1) + n_(2) + n_(3)) = (0.25)/(3.146) = 0.073`
`X_(3) = [1 - (X_(1) + X_(2))] = (1 - 0.73 - 0.073) = 0.195`