Give an example of an operator on C^3 whose minimal polynomial is z^2.

This is #15 from Axler's book, Linear Algebra Done Right.

This is #15 from Axler's book, Linear Algebra Done Right.

### Recently Asked Questions

- 1 point) Find the mass of the solid bounded by the xy xy -plane, yz yz -plane, xz xz -plane, and the plane ( x /4)+( y /2)+( z /8)=1 (x/4)+(y/2)+(z/8)=1 , if

- 1 point) Find the volume of the pyramid with base in the plane z =−5 z=−5 and sides formed by the three planes y =0 y=0 and y − x =2 y−x=2 and x +2 y +

- Consider a consumer with temporaneous utility of consumption ï»¿ 11u(c)=(c^{1-p}-1)/(1-p) ï»¿ for some parameter p ï»¿ \in ï»¿ (0,1) who