State and prove associative property in rational numbers
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The associative property of rational numbers states that when any three rational numbers are added or multiplied the result remains the same irrespective of the way numbers are grouped. But in the case of subtraction and division if the order of the numbers is changed then the result will also change.
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The associative property of rational numbers states that when any three rational numbers are added or multiplied the result remains the same irrespective of the way numbers are grouped. But in the case of subtraction and division if the order of the numbers is changed then the result will also change
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