Solution:The pattern followed here is :
(1st number × 2) = 2nd number & (1st number × 3) = 3rd number
(192, 384, 576) → (192 × 2 = 384) & (192 × 3 = 576)
(219, 438, 657) → (219 × 2 = 438) & (219 × 3 = 657)
(327, 654, 981) → (327 × 2 = 654) & (327 × 3 = 981)
But,
(352, 436, 646) → (352 × 2 = 704 ≠ 436) & (352 × 3 = 1056 ≠ 646)
Hence, "(352, 436, 646)" is the odd one.