Mathematics
Mathematics, 01.07.2019 00:00, blakeley7785

The repeating decimal 0.99999… converges to .

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Mathematics, 21.08.2019 20:30, lcyaire
Can someone me [1] convert 8.132132132 … to a rational expression in the form of a over b, where b ≠ 0. 8 and 132 over 99 8 and 132 over 999 8 and 1321 over 8 and 999 over 132 [2] choose the best description for the real number square root of 35. irrational, because it is not a terminating or repeating decimal irrational, because it is a repeating decimal rational, because it is not a terminating or repeating decimal rational, because it is a repeating decimal [3] which mathematical symbol would best fill in the blank to compare the two real numbers? 7.6 repeating blank square root 55 < > = ≈ [4] order the set of numbers from least to greatest: 2.71 repeating 71, 2 and 3 over 4, square root 5, 5 over 2 2.71 repeating 71, 2 and 3 over 4, square root 5, 5 over 2. square root 5, 5 over 2, 2.71 repeating 71, 2 3 over 4 5 over 2, square root 5, 2.71 repeating 71, 2 3 over 4 2 3 over 4, 2.71 repeating 71, 5 over 2, square root 5 [5] identify the number that does not belong with the other three. explain your reasoning. negative 10 over 2, negative 13.4, square root 18, 22.7 repeating 7
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Mathematics, 27.08.2019 03:30, makayladurham19
Write each infinitely repeating decimal as a rational number (fraction). 0.4354 repeating 54 10. 0.588 repeating 88 11. 0.680 repeating 80 12. 5.484 repeating 84 13. 8.180 repeating 80 14. 0.81668 repeating 68 15. 5.24690 repeating 90 16. 9.2331 repeating 31
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Mathematics, 18.09.2019 17:20, sabdbndk
Write each infinitely repeating decimal as a rational number (fraction). 0.4354 repeating 54 10. 0.588 repeating 88 11. 0.680 repeating 80 12. 5.484 repeating 84 13. 8.180 repeating 80 14. 0.81668 repeating 68 15. 5.24690 repeating 90 16. 9.2331 repeating 31
Answers: 2
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