Question 10014 – Graph-Theory

February 2, 2024

Question 9778 – Graph-Theory

February 2, 2024

Question 10014 – Graph-Theory

February 2, 2024

Question 9778 – Graph-Theory

February 2, 2024

Question 10016 – Graph-Theory

Let (A, *) be a semi group. Furthermore, for every a and b in A, if a ≠ b, then a*b ≠ b*a.

(a) Show that for every a in A

 a*a = a 

(b) Show that for every a, b in A

 a*b*a = a  

(c) Show that for every a, b, c in A

 a*b*c = a*c 

Correct Answer: A

A
Theory Explanation.

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