Problem 1: (a) Find The matrix of a tensor I in respect to the basis {ē, } which transforms any vector √2 ä into a vector b=(a+n)m where m= √2 (ē₁+ē₂) and n = 2 2 (b) Find the matrix of tensor T in respect to a right-hand basis {e} where ₁' is in the direction of -, +2ē,, and e' is in the direction of ē₁.