if you had a fraction strip folded into tenths, what fractional lengths could you measure with the strip?

1/10

2/10
1/5
3/10
4/10
2/5
5/10
1/2
6/10
3/5
7/10
8/10
4/5
9/10

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Do you know the answer for B then.

To determine the fractional lengths you could measure with a fraction strip folded into tenths, you need to consider the different divisions and intervals on the strip. A fraction strip folded into tenths typically consists of 10 equal-sized segments or intervals. Each interval represents 1/10th of the whole strip. By aligning or comparing different intervals, you can measure fractional lengths.

Here are the possible fractional lengths you can measure with a fraction strip folded into tenths:

1. Whole: When the strip is fully unfolded, it represents the whole. The length corresponds to 1, which is equivalent to 10/10 or 10 tenths.

2. Halves: The strip can be folded in half, aligning the 5th and 10th interval. This would measure a length of 1/2 or 5/10.

3. Fourths: Fold the strip into four equal parts by aligning the 2nd and 4th intervals. This measures a length of 1/4 or 2/10.

4. Thirds: By folding the strip into three equal parts or aligning the 3rd and 6th intervals, you can measure a length of 1/3 or approximately 3.3/10 (since 3 doesn't evenly divide 10, it will be an approximation).

5. Fifths: By aligning the 2nd and 5th intervals, the strip can measure a length of 1/5 or 2/10.

6. Sixths: Folding the strip into six equal parts or aligning the 1st and 6th intervals allows you to measure a length of 1/6 or approximately 1.7/10 (as 1 doesn't evenly divide 10, it will be an approximation).

7. Eighths: Fold the strip into eight equal parts, aligning the 2nd and 8th intervals. This measures a length of 1/8 or 1.25/10.

8. Tenths: When the strip is not folded at all, each interval represents a length of 1/10 or 1/10.

You can continue folding the strip into different parts or aligning intervals to measure other fractional lengths, depending on the specific fractional divisions required.