Let  x∈ℝ and let P=111022003,Q=2xx040xx6 and R=PQP−1           Then which of the following options is/are correct

|R|=PQP-1=|Q|=412-x2=410-x2+8=2xx040xx5+8 If x=1⇒|R|=44≠0⇒α=β=γ=0 For x=0⇒R=111022003200040006166-3003-2002=16126402480036R-6I=-41230-243000-4+a+2b3=0,-2a+4b3=0⇒b=3,a=2⇒a+b=5 If PQ=QP⇒ no value of