Question

Mary picked 24 yellow roses and Lily picked 37 blue gentians. The decide to mix the flowers together and make bouquets with 8 flowers each. How many bouquets can they make and how many flowers will they have left over?

Answer 1

Mary and Lily have a total of 24 + 37 = 61 flowers.

They can make a maximum of 61 / 8 = 7 bouquets.

They will have 61 % 8 = 5 flowers left over.

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Answer 2

Number of bouquets: 7

Number of flowers left over: 5

Explanation:

In order to determine how many bouquets they can make and how many flowers will be left over.

Let's break down the problem step by step.

Mary has 24 yellow roses and Lily has 37 blue gentians.

`\textsf{In total, they have 24 + 37 = 61 flowers.}`

Now, they want to make bouquets with 8 flowers each.

To find out how many bouquets they can make, we'll divide the total number of flowers by 8:

`\sf \textsf{ Number of bouquets } = \frac{\textsf{ Total number of flowers }}{\textsf{Flowers per bouquet}}`

`\sf \textsf{ Number of bouquets} = (61 )/( 8)`

`\sf \textsf{ Number of bouquets} = 7 \textsf{ with a remainder of 5}`

So, Mary and Lily can make 7 bouquets of 8 flowers each. After making these bouquets, they will have 5 flowers left over.

In summary:

• Number of bouquets: 7
• Number of flowers left over: 5