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there were 300 tickets $1600 the cost of the tickets was $8 per adult and $4 per child how many of each?
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let \(a\) be the number of adult tickets at $8 each let \(c\) be the number of child tickets at $4 each We know that there are 300 tickets, so \[a+c=300\] We know that the revenue from adult tickets is \(8a\) We know that the revenue from child tickets is \(4c\) We know the total ticket revenue is $1600, so \[8a+4c=1600\] That gives us two equations in two unknowns, which can be solved easily by substitution or elimination.
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