Новая Школа - онлайн-школа подготовки к ЕГЭ
Задача Задача №2372428
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Аноним
29 ноября 2024 06:02 · публичный вопрос
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Аноним

23,535:0,9-0,552:0,6+0,902:2,2

Нейросеть29 ноября 2024 06:02

Let's break down the expression step by step:

  1. Calculate each division separately:

    • \( 23,535 \div 0,9 \)
    • \( 0,552 \div 0,6 \)
    • \( 0,902 \div 2,2 \)
  2. Calculate \( 23,535 \div 0,9 \): \[ 23,535 \div 0,9 \approx 26,152.2222 \]

  3. Calculate \( 0,552 \div 0,6 \): \[ 0,552 \div 0,6 = 0,92 \]

  4. Calculate \( 0,902 \div 2,2 \): \[ 0,902 \div 2,2 \approx 0,4090909091 \]

  5. Now, substitute these values back into the expression: \[ 26,152.2222 - 0,92 + 0,4090909091 \]

  6. Now perform the subtraction and addition: \[ 26,152.2222 - 0,92 = 26,151.3022 \] \[ 26,151.3022 + 0,4090909091 \approx 26,151.7112909091 \]

Therefore, the final result is approximately: \[ \approx 26,151.71 \]

23,535:0,9-0,552:0,6+0,902:2,2
Let's break down the expression step by step: 1. Calculate each division separately: - \( 23,535 \div 0,9 \) - \( 0,552 \div 0,6 \) - \( 0,902 \div 2,2 \) 2. Calculate \( 23,535 \div 0,9 \): \[ 23,535 \div 0,9 \approx 26,152.2222 \] 3. Calculate \( 0,552 \div 0,6 \): \[ 0,552 \div 0,6 = 0,92 \] 4. Calculate \( 0,902 \div 2,2 \): \[ 0,902 \div 2,2 \approx 0,4090909091 \] 5. Now, substitute these values back into the expression: \[ 26,152.2222 - 0,92 + 0,4090909091 \] 6. Now perform the subtraction and addition: \[ 26,152.2222 - 0,92 = 26,151.3022 \] \[ 26,151.3022 + 0,4090909091 \approx 26,151.7112909091 \] Therefore, the final result is approximately: \[ \approx 26,151.71 \]