Write each repeating decimal using bar notation:

1) 0.999...
2) 5.92111...
3) 2.010101...
4) 13.1464646...
5) 26.993993...
6) 30.6841841841...

Write each fraction or mixed number as a decimal. Use bar notation if the decimal is a repeating decimal:

1) 3/8
2) 4/5

So,
(v) = vinculum or "bar"

0.9999... = .9(v)

5.921(v) over the 1

2.01(v) over the 01

13.146(v) over the 46

26.993(v) over the 993

30.6841(v) over the 841


Part B

3/8 = 0.375 (not repeating)

4/5 = 0.80 (not repeating)

Answered by SchwarzschildRadius | 2024-06-10

0. 9 5.92 1 2. 01 13.14 64 26. 993 30.6 841 8 3 ​ = 1000 375 ​ = 0.375 5 4 ​ = 10 8 ​ = 0.8

Answered by konrad509 | 2024-06-10

The repeating decimals can be expressed using bar notation, highlighting the digits that repeat. The fractions convert to non-repeating decimals, 3/8 being 0.375 and 4/5 being 0.80.
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Answered by SchwarzschildRadius | 2024-11-04