Quickly answer!
a florist is making 5 identical bridesmaid bouquets for a wedding. she has $610 to spend and wants each bouquet to have 24 flowers. roses cost $6 each, tulips costs $4 each, and lillies cost $3 each. she wants to have twice as many roses as any other 2 flowers combined in each bouquet. how many roses, tulips, and lillies are in each bouquet?

Step-by-step explanation:

x = roses, y =  tulips, z = lillies

6x + 4y + 3z = 610

(x + y + z) / 5 = 24 x + y + z = 24 * 5x + y + z = 120

x = 2(y + z)...x = 2y + 2z

6(2y+ 2z) + 4y + 3z = 610

12y + 12z + 4y + 3z = 610

16y + 15z = 610

2y + 2z + y + z = 120

3y + 3z = 120

16y + 15z = 610

3y + 3z = 120multiply by -5

16y + 15z = 610

-15y - 15z = - 600(result of multiplying by 5)

y = 10

3y + 3z = 120

3(10) + 3z = 120

30 + 3z = 120

3z = 120 - 30

3z = 90

z = 90/3

z = 30

x = 2(y + z)

x = 2(10 + 30)

x = 2(40)

x = 80

so in total, there are 80 rosessplit 5 ways...80/5 = 16 roses in each one

in total, there are 10 tulips...split 5 ways...10/5 = 2 tulips in each one

in total, there are 30 lillies...split 5 ways = 30/5 = 6 lillies in each one

7

step-by-step explanation:

christopher is 272,195 year old

step-by-step explanation: