paulasuarez2743 paulasuarez2743
  • 18-03-2020
  • Mathematics
contestada

Charlotte places 15 tulips and 6 violets in a bouquet. If tulips cost x and violets cost y, mark all equations which represent the cost of 20 bouquets.

Respuesta :

AlonsoDehner AlonsoDehner
  • 19-03-2020

Answer:

300x+120y

Step-by-step explanation:

Given that Charlotte places 15 tulips and 6 violets in a bouquet.

Thus cost of one bouquet will include cost of tulips and violets

Cost of tulip in one bouquet = 15*x = 15x

Cost of viiolet = 6*y =6y

Total cost for one bouquet = [tex]15x+6y[/tex]

1 Bouquet costs = [tex]15x+6y[/tex]

So 20bouquets would cost

= [tex]20(15x+6y)\\= 300x+120y[/tex]

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