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FREE BRAINLY HURRYA school fund raising event sold a total of 199 tickets and generated a total revenue of $744.30. There are two types of tickets: adult tickets and child tickets. Each adult ticket costs $4.20, and each child ticket costs $3.45. Write and solve a system of equations to answer the following questions.
____ adult tickets and ____child tickets were sold.

Respuesta :

Answer:Adult tickets sold is the variable a.Child tickets sold is the variable c.a + c = 1756.40a + 1.35c = 564.50The first equation can be rewritten asc = 175 - aReplace c in the second equation with what it is equal to6.40a + 1.35(175 - a) = 564.50Apply the distributive property6.40a + 236.25 - 1.35a = 564.50Combine like terms5.05a + 236.25 = 564.55.05a = 328.25a = 65c = 175 -65c = 110The sold 65 adult tickets and 110 child tickets

Step-by-step explanation:

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