P2 Verify the thin SVD [10] V100+28 V10 V100-2810 -4- 10 4-V10 ||V4+ 100 V100+28 V10 V100-28 V10 | ) 14- 1-5-2105-210 L 100+28 V10 V100-2810] V2042V10 V20-2V10 -V10 'LV20+2V10 V20-2V10] [1 2 a) numerically i.e., evaluate the given matrices and compare with the MATLAB results). b) algebraically (i.e., determine the eigenvalues and normalized eigenvectors of AA; you may verify algebraically the identity 720-2/20 = 120+2V10). P2 Verify the thin SVD [10] V100+28 V10 V100-2810 -4- 10 4-V10 ||V4+ 100 V100+28 V10 V100-28 V10 | ) 14- 1-5-2105-210 L 100+28 V10 V100-2810] V2042V10 V20-2V10 -V10 'LV20+2V10 V20-2V10] [1 2 a) numerically i.e., evaluate the given matrices and compare with the MATLAB results). b) algebraically (i.e., determine the eigenvalues and normalized eigenvectors of AA; you may verify algebraically the identity 720-2/20 = 120+2V10)