5. Round off to the nearest hundredth. Example: \( 8.950=8.96 \) b. 2,345 C. 8,655 \( \qquad \) C. 1.181 \( \qquad \) e. 5,229 \( \qquad \) d. 7.942 \( \qquad \) h. 8,537 \( \qquad \) i. 5,9676 \( \qquad \) g. 4,715 \( \qquad \) j. 8,6972 \( \qquad \) 6. Round off to the nearest thousandth. Example: \( 18,257(8)=18,258 \) b. 2.7864 \( \qquad \) a. 5,1272 \( \qquad \) e. 1.9813 \( \qquad \) d. 5,2336 h. 7,7857 \( \qquad \) g. 9,4581 \( \qquad \) 8,6491 \( \qquad \)
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Rounding off numbers is like a numerical makeover—it helps them look neat and tidy! When rounding to the nearest hundredth, focus on the third decimal place. If it’s 5 or higher, you round up; if it’s 4 or lower, you keep the same number. For example, 2.345 becomes 2.35, whereas 1.181 stays as 1.18. When you round to the nearest thousandth, you're looking at the fourth decimal place. Similar rules apply! Look at the digit immediately after the third decimal. For instance, with 2.7864, since the fourth digit (4) is less than 5, you keep it as 2.786. Just remember, rounding can change a number's appearance, but the core value remains intact!
