Let AAA be a 4×44 \times 44×4 matrix such that det(A)=3\det(A) = 3det(A)=3. If M=2AM = 2AM=2A, evaluate det(M−1⋅adj(A))\det(M^{-1} \cdot \text{adj}(A))det(M−1⋅adj(A)).
124\frac{1}{24}241
18\frac{1}{8}81
316\frac{3}{16}163
916\frac{9}{16}169