Due to keyboard limitations the following symbols will be used for the provided operation: > horse shoe (conditional statement]; ^ dot (conjunction); = (biconditional); v wedge (disjunctive statement). For a given statement, let A, B, C and D be TRUE and X, Y, and Z be FALSE. ~{~[(B > ~C) v (Y ^ ~Z)] ^ [(~B v X) > (A v ~Y)]} Which is the correct answer for line two of the given equation? a. ~[(T > F) v (F ^ T)] ^ [(F v F) > (T v T)] b. ~{~[(T > ~T) v (F ^ ~F)] ^ [(~T v F) > (T v ~F)]} c. ~{~[(T > F) v (F v T)] ^ [(F v F) > (T v T)]} d. ~{[(~T > ~F) v (T ^ F)] ^ [(F v F) > (T v T)]}