Question

3. For matrix 2 2 3 x Power me+hod A 2 4 5 L3 5 7 use the power method to estimate the eigenvalue of greatest absolute value and a malized eigenvector. Note that I'm not asking what Wolfram Alpha or Matlab or whatever says the answer is. I want to know how the power method acts. Does it converge quickly? Slowly? Not at all?

Answer 1

12 01 2-23 eaun s t 12 Nous Norrmahi 07 3 2 8 32 3

Nour aen vel ton one Cene 22 3 5 12 , 0 338 3 862 6 286 1-12-0 2 38

3 5 込) // ( .rて he initial vector or itnation Se 34 ?て、 323 327 S33 ?33|10| 1327 ^ tiple- 223 mese correspond 357 2 2~ 3 134 3