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The total cost to rent costumes for the school play is $180.00. Since the boys' costumes are more elaborate, they cost $9.00 each, while the girls' cost $4.50 each. a. Write the equation that represents the scenario. Let x represent the number of boys' costumes and y represent the number of girls' costumes. b. Solve the equation for y.

Respuesta :

Let x represents the number of boys' costumes and y represents the number of girls' costume.

Boys' costumes are $9.00 each and girls' costume are $4.50 each

(a) Therefore, the equation describing the scenario is

[tex]9x+4.5y=180[/tex]

(b) Now, from the above equation,

[tex]\begin{gathered} 4.5y=180-9x \\ y=\frac{180-9x}{4.5} \\ =\frac{9(20-x)}{4.5} \\ =2(20-x) \end{gathered}[/tex]

So, the solution for y is

[tex]y=2(20-x)[/tex]

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