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Задача Задача №1577166
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Аноним
22 сентября 2024 07:42 · публичный вопрос
А
Аноним

200:57+10000:30-2000

Нейросеть22 сентября 2024 07:42

To solve the expression \(200:57+10000:30-2000\), we first interpret ":" as division. Thus, we rewrite the expression as:

\[ \frac{200}{57} + \frac{10000}{30} - 2000 \]

Now let's calculate each term step by step:

  1. Calculate \(\frac{200}{57}\): \[ \frac{200}{57} \approx 3.50877 \]

  2. Calculate \(\frac{10000}{30}\): \[ \frac{10000}{30} \approx 333.3333 \]

  3. Combine the results: \[ 3.50877 + 333.3333 - 2000 \]

    First, add \(3.50877\) and \(333.3333\): \[ 3.50877 + 333.3333 \approx 336.84207 \]

    Now, subtract \(2000\): \[ 336.84207 - 2000 \approx -1663.15793 \]

Thus, the result of the expression \(200:57 + 10000:30 - 2000\) is approximately:

\[ \boxed{-1663.16} \]

200:57+10000:30-2000
To solve the expression \(200:57+10000:30-2000\), we first interpret ":" as division. Thus, we rewrite the expression as: \[ \frac{200}{57} + \frac{10000}{30} - 2000 \] Now let's calculate each term step by step: 1. **Calculate \(\frac{200}{57}\)**: \[ \frac{200}{57} \approx 3.50877 \] 2. **Calculate \(\frac{10000}{30}\)**: \[ \frac{10000}{30} \approx 333.3333 \] 3. **Combine the results**: \[ 3.50877 + 333.3333 - 2000 \] First, add \(3.50877\) and \(333.3333\): \[ 3.50877 + 333.3333 \approx 336.84207 \] Now, subtract \(2000\): \[ 336.84207 - 2000 \approx -1663.15793 \] Thus, the result of the expression \(200:57 + 10000:30 - 2000\) is approximately: \[ \boxed{-1663.16} \]