13. (10%) Consider a linear trainsformation L:P2 →＞R2 defined by L(p(x):， for every p(x), with β＞1.
(A) (4%) Find all possible values of β such that, the inverse of L, does not exist.
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， for every p(x)
, with β＞1.
, the inverse of L, does not exist.