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A local amusement park charges $21.50 per daily adult ticket and $14.75 per daily child's ticket. A group of people paid $204.00 for tickets. Which system of equations could be used to find x, the number of adult tickets purchased, and y, the number of child tickets purchased?

A local amusement park charges 2150 per daily adult ticket and 1475 per daily childs ticket A group of people paid 20400 for tickets Which system of equations c class=
A local amusement park charges 2150 per daily adult ticket and 1475 per daily childs ticket A group of people paid 20400 for tickets Which system of equations c class=
A local amusement park charges 2150 per daily adult ticket and 1475 per daily childs ticket A group of people paid 20400 for tickets Which system of equations c class=
A local amusement park charges 2150 per daily adult ticket and 1475 per daily childs ticket A group of people paid 20400 for tickets Which system of equations c class=

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nobillionaireNobley
The second option is the correct system of equation.
calculista

Let

x---------> the number of adult tickets purchased

y--------> the number of child tickets purchased

we know that

1) A local amusement park charges [tex]\$21.50[/tex] per daily adult ticket and [tex]\$14.75[/tex] per daily child's ticket

2) A group of [tex]12[/tex] people paid  [tex]\$204[/tex] for tickets

so

[tex]x+y=12[/tex] -------> equation [tex]1[/tex]

[tex]21.50x+14.75y=204[/tex] -------> equation [tex]2[/tex]

therefore

the answer is the option

[tex]x+y=12[/tex]

[tex]21.50x+14.75y=204[/tex]