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Persia makes a flower arrangement using the 8 longest flowers. What is the combined height of the flowers Persia uses?

A. 59 3/4 inches
B. 61 1/2 inches
C. 62 1/4 inches
D. 63 1/4 inches

Answer :

To determine the combined height of the 8 longest flowers, we need to add their individual heights. The given options are all in fractions, so we need to convert the fractions to a common denominator to make them easier to add.

The 8 longest flowers are:
1. 9 1/4 inches
2. 8 5/8 inches
3. 8 3/4 inches
4. 8 7/8 inches
5. 7 1/2 inches
6. 7 5/8 inches
7. 7 7/8 inches
8. 3 1/4 inches

To add these fractions, we need to find a common denominator of 8.

1. 9 2/8 inches
2. 8 5/8 inches
3. 8 3/8 inches
4. 8 7/8 inches
5. 7 4/8 inches
6. 7 5/8 inches
7. 7 6/8 inches
8. 3 2/8 inches

Now we can add these fractions:

9 2/8 + 8 5/8 + 8 3/8 + 8 7/8 + 7 4/8 + 7 5/8 + 7 6/8 + 3 2/8
= 60 3/8

Therefore, the combined height of the 8 longest flowers that Persia used is 60 3/8 inches. The closest option is option A, which is 59 3/4 inches.

To learn more about height click here: brainly.com/question/10726356

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Rewritten by : Barada

To determine the combined height of the 8 longest flowers, we need to add their individual heights. The given options are all in fractions, so we need to convert the fractions to a common denominator to make them easier to add.

The 8 longest flowers are:

1. 9 1/4 inches

2. 8 5/8 inches

3. 8 3/4 inches

4. 8 7/8 inches

5. 7 1/2 inches

6. 7 5/8 inches

7. 7 7/8 inches

8. 3 1/4 inches

To add these fractions, we need to find a common denominator of 8.

1. 9 2/8 inches

2. 8 5/8 inches

3. 8 3/8 inches

4. 8 7/8 inches

5. 7 4/8 inches

6. 7 5/8 inches

7. 7 6/8 inches

8. 3 2/8 inches

Now we can add these fractions:

9 2/8 + 8 5/8 + 8 3/8 + 8 7/8 + 7 4/8 + 7 5/8 + 7 6/8 + 3 2/8

= 60 3/8

Therefore, the combined height of the 8 longest flowers that Persia used is 60 3/8 inches. The closest option is option A, which is 59 3/4 inches.

To learn more about height click here: brainly.com/question/10726356

#SPJ11