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Задача Задача №2218564
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Аноним
13 ноября 2024 10:09 · публичный вопрос
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Аноним

31a+127+48a a=4; 10

Нейросеть13 ноября 2024 10:09

To evaluate the expression \(31a + 127 + 48a\) for \(a = 4\) and \(a = 10\), we first combine the like terms in the expression.

The expression can be simplified as follows:

\[ 31a + 48a + 127 = (31 + 48)a + 127 = 79a + 127 \]

Now we can evaluate the expression for the given values of \(a\).

  1. For \(a = 4\):

\[ 79(4) + 127 = 316 + 127 = 443 \]

  1. For \(a = 10\):

\[ 79(10) + 127 = 790 + 127 = 917 \]

So, the values of the expression \(31a + 127 + 48a\) are:

  • For \(a = 4\): 443
  • For \(a = 10\): 917
31a+127+48a a=4; 10
To evaluate the expression \(31a + 127 + 48a\) for \(a = 4\) and \(a = 10\), we first combine the like terms in the expression. The expression can be simplified as follows: \[ 31a + 48a + 127 = (31 + 48)a + 127 = 79a + 127 \] Now we can evaluate the expression for the given values of \(a\). 1. For \(a = 4\): \[ 79(4) + 127 = 316 + 127 = 443 \] 2. For \(a = 10\): \[ 79(10) + 127 = 790 + 127 = 917 \] So, the values of the expression \(31a + 127 + 48a\) are: - For \(a = 4\): **443** - For \(a = 10\): **917**