defination of distributive property under rational number
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Distributive property for rational number states that if any particular sum of variable is further multiplied to the same number which is equivalent to the result then further again every individual variable is multiplied and all the products are added altogether at the end.
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Distributive property for rational number states that if any particular sum of variable is further multiplied to the same number which is equivalent to the result then further again every individual variable is multiplied and all the products are added altogether at the end.
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