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Consider the following operators: :) where aa :)b=4a+7b+2b=4a+7b+2 where ab=6ab=6 where ab=2a+2bab=2a+2b where ab=a+5bab=a+5b where ab=3abab=3ab where ab=a2+b+8ab=a2+b+8 where ab=a2+b2ab=a2+b2 @ where aa@b=7bb=7b # where
Consider the following operators:
- :) where aa :)b=4a+7b+2b=4a+7b+2
- where ab=6ab=6
- where ab=2a+2bab=2a+2b
- where ab=a+5bab=a+5b
- where ab=3abab=3ab
- where ab=a2+b+8ab=a2+b+8
- where ab=a2+b2ab=a2+b2
- @ where aa@b=7bb=7b
- # where aa#b=b=the smaller value of aa or bb
- Prove any one of the operations is commutative.
- Give a counterexample for one of the operations that is not commutative.
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