Rational numbers fail to satisfy inverse property under multiplication for zero.
Why
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9
Answer:
As it does not satisfy all of the group properties.
Step-by-step explanation:
The set of rational numbers (which contains 0) under multiplication is not a group, because it does not satisfy all of the group PROPERTIES: it does not have the INVERSE PROPERTY.
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Answered by
3
Answer:
As it does not satisfy all of the group properties.
Step-by-step explanation: group, because it does not satisfy all of
The set of rational numbers (which contains 0) under multiplication is not a
the group PROPERTIES: it does not have the INVERSE PROPERTY.
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