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Write 7(22) using the Distributive Property, then simplify.

Ask by Montgomery Ellis. in Brazil
Feb 19,2025

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Answer

7(22) = 154

Solution

Para aplicar a propriedade distributiva em 7(22), primeiro podemos reescrever 22 como a soma de 20 e 2:   7(22) = 7(20 + 2) Agora, distribuindo o 7 em cada termo da soma, temos:   7(20 + 2) = 7·20 + 7·2 Calculando os produtos:   7·20 = 140   7·2 = 14 Somando os resultados:   140 + 14 = 154 Portanto, 7(22) simplificado usando a propriedade distributiva é 154.

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To use the Distributive Property on 7(22), you can break down 22 into two parts, like 20 and 2. So, 7(22) can be rewritten as 7(20 + 2). Now, applying the distributive property gives us: 7(20) + 7(2), which calculates to 140 + 14. Finally, add those two results together: 140 + 14 = 154. Therefore, 7(22) simplifies to 154!

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