![2. Let S-a, b, c, d, e) and R a binary-relation on S given in the form of a matrix with elements RliLj] for 0 s i, j s4. Fill the table below and show the computation of average #(comparisons R for R is reflexive by the following (correct) code. [i] 0) for the case of false return-value in the test i++) return (false); for (i-0; if return (true) i<R . length; == 0) (R[i][i] #(comparisons Rat-0ORR212] R33 RI4114] Other | R[0][0] | #(R) R[11[1] R[21[2] R[3][3] R[41[4] 0 4 Therefore, average #(comp. R[li] = 0 if R is non-reflexive) -.............................................................................- Average #(comp Rtli-:0 if R is reflexive- Ave age # comp. RI li-= 0 or all R -........................................................................-](https://d2vlcm61l7u1fs.cloudfront.net/media%2F3db%2F3db4b388-8906-4f48-84a6-ef02207c52e0%2FphpmMlsFw.png)
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(Solved) : 2 Let S B C D E R Binary Relation S Given Form Matrix Elements Rlilj 0 S J S4 Fill Table S Q27477085 . . . .
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