Answer:
Let's break down the expressions for each scenario:
i. A row of 5 daffodils and 12 crocuses:
Number of daffodils = 5c (5 times the number of daffodils in a row)
Number of crocuses = 12c (12 times the number of crocuses in a row)
ii. 3 rows of 10 tulips:
Number of tulips = 3(10t) (3 rows, each with 10 tulips)
iii. 4 tubs, each having 3 tulips and 5 crocuses:
Number of tulips = 4(3t) (4 tubs, each with 3 tulips)
Number of crocuses = 4(5c) (4 tubs, each with 5 crocuses)
Now, you mentioned that Naomi plants a total of 50 daffodils, 24 tulips, and 60 crocuses. We can use this information to set up an equation:
Total daffodils planted = 50
Total tulips planted = 24
Total crocuses planted = 60
Given that Naomi plants daffodils (d), tulips (t), and crocuses (c), we can express this as:
Total daffodils = d
Total tulips = t
Total crocuses = c
Now, we can write the equation based on the information provided:
50d + 24t + 60c = 4c + 3t + d
Next, you mentioned that Naomi has used 75% of the daffodils, 80% of the tulips, and 90% of the crocuses. To find out how many are left, we can calculate the remaining percentage:
Remaining daffodils = (100% - 75%) * d = 25% * d
Remaining tulips = (100% - 80%) * t = 20% * t
Remaining crocuses = (100% - 90%) * c = 10% * c
So, Naomi has 25% of the daffodils, 20% of the tulips, and 10% of the crocuses left.
Now, if you need to find the actual numbers for the remaining flowers, you can multiply these percentages by the total number of each flower type:
Remaining daffodils = 0.25 * d
Remaining tulips = 0.20 * t
Remaining crocuses = 0.10 * c
These expressions will give you the number of each type of flower that Naomi has left.
Explanation: