Question: 2. Let A be a 2 x 2 real matrix that has eigenvalue solutions given by A1=1,t_)'1=|:;:| A2=1,'72=|:2:| (a) (1 point) Explain Why A can't

2. Let A be a 2 x 2 real matrix that has eigenvalue solutions given by A1=1,t_)'1=|:;:| A2=1,'72=|:2:| (a) (1 point) Explain Why A can't be a symmetric matrix. 3 (b) (2 points) Compute 14202113 where if} = [ 3 Hint: Represent if} in terms of a good basis. (c) (2 points) Compute the determinant |A2021 + A2020|

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