(Question variant: 6efabb8d) Using the Master Theorem, determine which of the following recursion relations describe functions whose growth rate is (n?). In all cases, you may assume that T(1) = 1. Select one or more: OT(n) = 4T(n/32) + (n? - n-1) T(n) = 125 T(n/4) + n(n + 1)(2n +1) OT(n) = 25 T(n/5) + n(n+1) OT(n) = 2T(n/32) + 42 O T(n) = 16 T(n/4) + (2n +1)