Give a recursive algorithm MATRIX CHAIN MULTIPLY (A, s, i, j) that actually performs the optimal matrix chain multiplication, given the sequence of matrice A 1 , A 2 , ,A n , the s table computed by MATRIX CHAIN ORDER, and the indices i and j (The initial call would be MATRIX CHAIN MULTIPLY (A, s, 1, n) )

Question: Give a recursive algorithm MATRIX-CHAIN-MULTIPLY (A, s, i, j) that actually performs the optimal matrix-chain multiplication, given the sequence of matrice A 1 , A

Give a recursive algorithm MATRIX-CHAIN-MULTIPLY (A, s, i, j) that actually performs the optimal matrix-chain multiplication, given the sequence of matrice 〈A₁, A₂, . . . ,A_n〉, the s table computed by MATRIX-CHAIN-ORDER, and the indices i and j. (The initial call would be MATRIX-CHAIN-MULTIPLY (A, s, 1, n).)

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