Calculate inverse of the matrix:

S=[0.60746 0.33916

0.33916 0.45219]

asked by guest
on Apr 02, 2025 at 4:54 pm



MathBot Answer:

The inverse is: [2260950000798289159169580000079828915916958000007982891593037300000798289159] \left[\begin{matrix}\frac{2260950000}{798289159} & - \frac{1695800000}{798289159}\\- \frac{1695800000}{798289159} & \frac{3037300000}{798289159}\end{matrix}\right] The inverse of a square matrix AA, is the matrix A1A^{-1} such that: A1A=AA1=I A^{-1} A = A A^{-1} = I where II is the identity matrix.