Mark makes flower bouquets. He puts 1 tulip for every 4 daisies in each bouquet. The table shows the number of each flower in each bouquet.

Bouquet Daisies Tulips
1 4 1
2 8 2
3 12 3
4 16 4
How many daisies and tulips will there be in the 7th bouquet?

(1 point)
Responses

There will be 7 daisies and 28 tulips.

There will be 7 daisies and 28 tulips.

There will be 28 daisies and 7 tulips.

There will be 28 daisies and 7 tulips.

There will be 26 daisies and 7 tulips.

There will be 26 daisies and 7 tulips.

There will be 7 daisies and 26 tulips.

1 answer

The pattern observed in the table shows that for every 4 daisies, there is 1 tulip. This means the number of daisies increases by 4 for each subsequent bouquet, while the number of tulips increases by 1.

Looking at the bouquets already provided:

  • Bouquet 1: 4 daisies, 1 tulip
  • Bouquet 2: 8 daisies, 2 tulips
  • Bouquet 3: 12 daisies, 3 tulips
  • Bouquet 4: 16 daisies, 4 tulips

Based on this, we can see:

  • The number of daisies in Bouquet \( n \) is given by: \( 4n \)
  • The number of tulips in Bouquet \( n \) is given by: \( n \)

For the 7th bouquet:

  • Daisies: \( 4 \times 7 = 28 \)
  • Tulips: \( 7 \)

So, in the 7th bouquet, there will be 28 daisies and 7 tulips.

The correct response is: There will be 28 daisies and 7 tulips.