Pregunta
\( =1 \quad=2,54 \) Estimate \( 3625-2056 \) by first rounding each number to the nearest hundred. \( \square \)
Ask by Gibbs Black. in the United States
Mar 12,2025
Solución de inteligencia artificial de Upstudy
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\(3625\) rounded to the nearest hundred is \(3600\), and \(2056\) rounded to the nearest hundred is \(2100\). Subtracting these gives \(1500\).
Solución
1. **Round each number to the nearest hundred:**
- For \(3625\): The tens and ones digits are \(25\), which is less than \(50\), so it rounds down to \(3600\).
- For \(2056\): The tens and ones digits are \(56\), which is \(50\) or more, so it rounds up to \(2100\).
2. **Subtract the rounded numbers:**
\[
3600 - 2100 = 1500
\]
3. **Final Answer:** \(1500\)
Respondido por UpStudy AI y revisado por un tutor profesional
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Simplifique esta solución The Deep Dive
To estimate \( 3625 - 2056 \), start by rounding each number to the nearest hundred. \( 3625 \) rounds to \( 3600 \) and \( 2056 \) rounds to \( 2100 \). Now, perform the subtraction: \( 3600 - 2100 = 1500 \). So, the estimated result is \( 1500 \). Now, here's a fun little tip: rounding can be like putting numbers on a diet—when you round them down to their nearest hundred, they shed those extra digits that make them a bit too bulky for quick calculations! Just remember, the real fun happens when you use the estimate to make sense of your results; it's like throwing darts at a target instead of trying to nail a bullseye every time!
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