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Задача Задача №1399277
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Аноним
05 сентября 2024 12:24 · публичный вопрос
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Аноним

150 915 - (571 - 74 907: 369) • 405

Нейросеть05 сентября 2024 12:24

To solve the expression \( 150915 - (571 - \frac{74907}{369}) \cdot 405 \), we will go step by step.

  1. Calculate \( \frac{74907}{369} \): \[ \frac{74907}{369} \approx 202.0 \]

  2. Subtract that from 571: \[ 571 - 202 = 369 \]

  3. Now, multiply the result by 405: \[ 369 \cdot 405 = 149145 \]

  4. Finally, subtract this result from 150915: \[ 150915 - 149145 = 1770 \]

Thus, the final answer is \(\boxed{1770}\).

150 915 - (571 - 74 907: 369) • 405
To solve the expression \( 150915 - (571 - \frac{74907}{369}) \cdot 405 \), we will go step by step. 1. **Calculate \( \frac{74907}{369} \)**: \[ \frac{74907}{369} \approx 202.0 \] 2. **Subtract that from 571**: \[ 571 - 202 = 369 \] 3. **Now, multiply the result by 405**: \[ 369 \cdot 405 = 149145 \] 4. **Finally, subtract this result from 150915**: \[ 150915 - 149145 = 1770 \] Thus, the final answer is \(\boxed{1770}\).