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# A hair salon serviced 24 customers in a day for a total profit of $846. Haircuts are $22 and hair coloring is $75. If none of the customers got both services, which system of equations represents this

A hair salon serviced 24 customers in a day for a total profit of $846. Haircuts are $22 and hair coloring is $75. If none of the customers got both services, which system of equations represents this situation?

A. h+ c = 846

B. 24h + 22h = 846

C. h+ c = 24 22h + 75c = 75 22h + 75c = 846

D. h + 75c = 24 24c + 75c = 846 22h + c = 846