5, Let \( R \) is arelation on the ret \( A=\{1,2,3,4 \) \( 5,6\} \) detined b4 \( R=4(a,+b) ; a+b <=9\).
i) Lest the element of \( R \)
ii) is \( R=R^{-1} \).?

5, Let \( R \) is arelation on the ret \( A=\{1,2,3,4 \) \( 5,6\} \) detined b4 \( R=4(a,+b) ; a+b <=9\). i) Lest the element of \( R \) ii) is \( R=R^{-1} \).?

5, Let \( R \) is arelation on the ret \( A=\{1,2,3,4 \) \( 5,6\} \) detined b4 \( R=4(a,+b) ; a+b <=9\). i) Lest the element of \( R \) ii) is \( R=R^{-1} \).
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