Answer: C
Let \(4x = 5y = 6z = k\) Then, \(x = \cfrac{k}{4},\ y = \cfrac{k}{5},\ z = \cfrac{k}{6}\) \(\therefore x : y : z = \cfrac{k}{4} : \cfrac{k}{5} : \cfrac{k}{6}\) \(= \cfrac{1}{4} : \cfrac{1}{5} : \cfrac{1}{6}\) \(= 15 : 12 : 10\)
Let \(4x = 5y = 6z = k\) Then, \(x = \cfrac{k}{4},\ y = \cfrac{k}{5},\ z = \cfrac{k}{6}\) \(\therefore x : y : z = \cfrac{k}{4} : \cfrac{k}{5} : \cfrac{k}{6}\) \(= \cfrac{1}{4} : \cfrac{1}{5} : \cfrac{1}{6}\) \(= 15 : 12 : 10\)