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### High School Mathematics - 25.2 Laws of Binary Operations

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### High School Mathematics - 25.2 Laws of Binary Operations

 Q 1: Let a * b be a binary operation on N given by a * b = l.c.m (a,b), a, b, € N, find 2*4482 Q 2: Let * be a binary operation defined on Q. Check if a*b = a-b, for a,b € Q is commutative.NoYes Q 3: Let * be a binary operation defined on Q. Check if a*b = a2+b2, for a,b € Q is commutative.NoYes Q 4: Let * be a binary operation defined on Q. Check if a*b = a-b, for a,b € Q is associative.Answer: Q 5: Let * be a binary operation defined on Q. Find if a*b = ab/4 , for a,b € Q is associative.Answer: Q 6: Find the identity element if a*b = a+b+ab , a, b € 1Answer: Q 7: Find the identity element on a*b = a+ab, a, b € 1Answer: Q 8: For I = (-2,-1,0,1,2) and the binary operation of addition defined on I, ehat is the inverse of -2.021 Question 9: This question is available to subscribers only! Question 10: This question is available to subscribers only!