Question: Let X x1 , X2, . . . , xr, Y-Yv , . . . , y, and Z = zi , Z2 , .

 Let X x1 , X2, . . . , xr, Y-Yv

Let X x1 , X2, . . . , xr, Y-Yv , . . . , y, and Z = zi , Z2 , . . . , zt be three sequences. A common supersequence of X, Y and Z is another sequence W such that X, Y and Z are subsequences of W Suppose X-a, b, d, C and Y b, a, b, e, d and Z-b, e, d, C. A simple common supersequence of X, Y and Z is the concatenation of X, Y and Z which is a, bd,c, b, a, b,e, d, b,e, d,c and has length 13. A shorter one is b, a, b, e, d,c which has length 6. Describe an efficient algorithm to compute the length of the shortest common supersequence of three given sequences X, Y and Z You may want to first solve the two sequence problem to get you strated. Let X x1 , X2, . . . , xr, Y-Yv , . . . , y, and Z = zi , Z2 , . . . , zt be three sequences. A common supersequence of X, Y and Z is another sequence W such that X, Y and Z are subsequences of W Suppose X-a, b, d, C and Y b, a, b, e, d and Z-b, e, d, C. A simple common supersequence of X, Y and Z is the concatenation of X, Y and Z which is a, bd,c, b, a, b,e, d, b,e, d,c and has length 13. A shorter one is b, a, b, e, d,c which has length 6. Describe an efficient algorithm to compute the length of the shortest common supersequence of three given sequences X, Y and Z You may want to first solve the two sequence problem to get you strated

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