2024 Slot 1Algebra > Easysymmetric matrixzero matrixskew symmetric matrixidentity matrix✅ Correct Option: 3Related questions:If AAA is a square matrix of order 444 and ∣A∣=4|A|=4∣A∣=4, then ∣2A∣|2 A|∣2A∣ will be :If [A]3×2[ B]x×y=[C]3×1[\mathrm{A}]_{3 \times 2}[\mathrm{~B}]_{\mathrm{x} \times \mathrm{y}}=[\mathrm{C}]_{3 \times 1}[A]3×2[ B]x×y=[C]3×1, then :If AAA is a square matrix and III is an identity matrix such that A2=AA^{2}=AA2=A, then A(I−2A)3+2A3A(I-2 A)^{3}+2 A^{3}A(I−2A)3+2A3 is equal to :