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The above polynomials can be solved as: = xz (x2 + z2) = (xz × x2) + (xz × z2) ⇒ x3z + xz3. Therefore, the product is x3z + xz3. These examples assist to understand the distributive

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If we solve the expression using the distributive property, we can first multiply every addend by 7. This is known as distributing the number 7 amongst the two addends and then we can add the

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