Answer:
Properties are more of what makes something the way something should be, more to be looked at as guide lines.
Rules are to be followed under a ruling that will have consequences if not followed.
Properties and rules are not one and the same concept, it is slightly differed from each another where the properties should be viewed more than guidelines because they are what create something what it should be, and the Rules must be followed.
A property is defined as the cause of a mathematical structure, target, or set, whereas a rule qualifies how these objects function or do not operate. However, the distinction is not always obvious.
When there is a need to divide any member of an even number by 2, the result is 0, which is a property of even numbers. This is the best example of defining the property and rules.
Therefore, the properties and rules are differed from each another.
Learn more about the properties and rules, refer to:
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