2. Round off to the nearest 10 . Example: \( 789=790 \) a. 7 \( \square \) b. 4 \( \square \) c. 78 \( \square \) d. 61 \( \square \) e. 328 \( \square \) f. 451 3. Round off to the nearest 100 . Example: \( 789 \approx 800 \) a. 3 \( \square \) b. 54 \( \square \) C. 28 \( \square \) d. 765 \( \square \) e. 938 \( \square \) f. 1764 \( \square \) 4. Round off to the nearest 1000. Example: \( 789 \approx 1000 \) a. 176 \( \square \) b. 324 \( \square \) C. 1924 d. 8639 \( \square \) e. 14342 \( \square \) 1. 67285 \( \square \) \( \begin{array}{lll}0 & 1 & 2\end{array} \) 5 \( 6 \quad 7 \) 89 \( \begin{array}{lll}10 & 11 & 12\end{array} \)
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Rounding numbers is not just a numerical exercise but has historical roots! Ancient Egyptians used rounding for inventory management as it made calculations simpler and more honest. The concept has evolved substantially since then, but the core idea remains: making numbers easier to work with! In the real world, rounding is extremely useful! Whether you're budgeting for groceries, estimating travel time, or analyzing data, rounding helps simplify numbers and make quick decisions. For example, if you're planning a road trip and you estimate the distance to be around 150 miles, rounding to 200 makes it much easier to calculate fuel needs!