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(8t − 7t2) + 11(5t + 2)

Question

(8t − 7t2) + 11(5t + 2)

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Solution

Claro, aquí tienes la solución paso a paso:

  1. Primero, distribuye el 11 en el segundo término: 11(5t+2)=115t+112=55t+22 11(5t + 2) = 11 \cdot 5t + 11 \cdot 2 = 55t + 22

  2. Ahora, reescribe la expresión original con el resultado de la distribución: (8t7t2)+55t+22 (8t - 7t^2) + 55t + 22

  3. Combina los términos semejantes: 8t+55t=63t 8t + 55t = 63t

  4. Finalmente, escribe la expresión simplificada: 7t2+63t+22 -7t^2 + 63t + 22

Entonces, la expresión simplificada es: 7t2+63t+22 -7t^2 + 63t + 22

This problem has been solved

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