ercise 3: Round off the following numbers to the specified number of decimal places: (Theo a) \( 5,235865845 \quad \) ( 2 decimal places) d) \( \sqrt{5} \) (2 decimal places) b) 0,256862554 ( 4 decimal places) e) \( (3,35)^{2} \div 2,6 \) (4 decimal places) c) 28,56988712 ( 3 decimal places) f) \( \pi+\sqrt{14} \) (3 decimal places) Solutions to Excicise 3 aro on poge 235
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The Deep Dive
Rounding numbers can trace its roots back to ancient civilizations that required simpler figures for trade and calculations, showcasing how mathematical efficiency was important even thousands of years ago. It's fascinating to think that even the Egyptians and Babylonians dealt with the challenges of precision and representation! In real-world scenarios, rounding numbers is crucial! For instance, when budgeting monthly expenses, you often need to round to avoid pennies, making the totals easier to understand and manage. Whether it’s in financial reports or cooking measurements, rounding can save time and prevent confusion. So, next time you see numbers, think about how rounding makes life simpler!