Answer:I'm here to help! However, your question is a bit vague. Could you please provide more context or clarify what you mean by "X and Y"? Are you referring to variables, coordinates, equations, or something else? The more details you can provide, the better I'll be able to assist you.
Step-by-step explanation:
Answer
Find out the how many lilies would the florist use to create 6 identical arrangements.
To prove
As given
A florist uses 200 lilies to make 8 identical flower arrangements.
Florist uses lilies to make 1 identical flower arrangements = 25
Now calculate lilies for the 6 identical arrangements.
lilies would the florist use to create 6 identical arrangements = 25 × 6
= 150
Therefore the number of liles uses for 6 identical flower arrangements are 150.
To create 6 identical flower arrangements, the florist would use 150 lilies.
To solve this problem, we can use a ratio. The florist uses 200 lilies to make 8 identical flower arrangements, so the ratio is 200 lilies : 8 arrangements. To find out how many lilies would be used to create 6 identical arrangements, we can set up a proportion and cross multiply:
200 lilies / 8 arrangements = x lilies / 6 arrangements. Cross multiplying gives us 200 * 6 = 8x, which simplifies to 1200 = 8x. Dividing both sides by 8 gives us x = 150. Therefore, the florist would use 150 lilies to create 6 identical arrangements.
#SPJ11
14x + 4y = 24