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Use the distributive property to remove the parentheses. \( -7\left(-3 v^{3}+2-6 u^{2}\right) \)

Ask by Bryant Huff. in the United States
Feb 07,2025

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\( 21v³ - 14 + 42u² \)

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To apply the distributive property, you multiply \(-7\) by each term inside the parentheses: \(-7 \times -3v^{3} = 21v^{3}\), \(-7 \times 2 = -14\), and \(-7 \times -6u^{2} = 42u^{2}\). Putting it all together, you get: \(21v^{3} - 14 + 42u^{2}\). So, the expression without parentheses is \(21v^{3} + 42u^{2} - 14\).

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