Verify the distributive law for rational numbers.

Question

KnowledgeBoat · Accepted Answer

The distributive law for rational numbers states that, for any three rational numbers p, q and r : ⇒ p × (q + r) = p × q + p × r. Verification with example : Let , and . Using , and , we verify that . Solving L.H.S. : Solving R.H.S. : Since L.H.S. = R.H.S. Hence, the distributive law p × (q + r) = p × q + p × r is verified for rational numbers.

Mathematics

Verify the distributive law for rational numbers.

Whole Numbers

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While adding or subtracting two rational numbers having different denominators, how will you make the denominators equal?