Define transformation A:C₁-1 (t) →Cn-1 (t): as A[f(t)]=f(n-1-t) where C 1 (t) denotes the set of all continuous polygonal functions defined on [0, n1] with constant slope in [i-1,i], i = 1,2,..., n - 1. (1) Prove that is a linear transformation

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