The flower shop displays a different number of roses in the front window every month. It displayed 4 roses in November, 8 roses in December, 16 roses in January, and 32 roses in February. If this pattern continues, how many roses will the flower shop window display in March?
Double 32.
The flower shop displays a different number of roses in the front window every month. It displayed 1 rose in December, 5 roses in January, 25 roses in February and 125 roses in march. If this pattern continuous, how many roses will the flower shop window display in April?
Solution:
To solve this problem, we can see that the number of roses on display is doubling each month. Starting with 4 roses in November, the sequence goes as follows: 4, 8, 16, 32.
To find out how many roses will be displayed in March, we need to continue this doubling pattern.
Starting with 32 roses in February, the next number in the sequence would be double that amount:
32 * 2 = 64.
Therefore, the flower shop window will display 64 roses in March.
To determine how many roses the flower shop will display in March, we can observe the pattern in the number of roses displayed each month.
In this pattern, the number of roses displayed each month seems to be doubling. We can see that:
- November: 4 roses
- December: 8 roses (doubled from November)
- January: 16 roses (doubled from December)
- February: 32 roses (doubled from January)
Following this pattern, we can assume that the number of roses displayed in March will be double that of February. Therefore, for March:
- March: 32 roses x 2 = 64 roses
So, the flower shop will likely display 64 roses in the front window in March, based on the pattern observed.