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Which of the following expressions shows that rational numbers are associative under multiplication.(a) [(2/3) × ((-6/7) × (3/5))] = [((2/3) × (-6/7)) × (3/5)](b) [(2/3) × ((-6/7) × (3/5))] = [(2/3) × ((3/5) × (-6/7))](c) [(2/3) × ((-6/7) × (3/5))] = [((3/5) × (2/3)) × (-6/7)](d) [((2/3) × (-6/7)) × (3/5)] = [((-6/7) × (2/3)) × (3/5)] |
Answer» (a) [(2/3) × ((-6/7) × (3/5))] = [((2/3) × (-6/7)) × (3/5)] Because, the arrangement of above rational numbers is in the form of Associative law of Multiplication [a × (b ×c)] = [(a× b) × c] |
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