Paula purchased adult and child tickets for the carnival. Tickets cost $19.95 for each adult and $9.95 for each child. Let x represent the number of adult tickets purchased and y represent the number of child tickets purchased. Write an expression to represent the total cost of the tickets Paula purchased.
if we have cost per item and # of items we can multiply them to find the total cost therefore: total cost = (adult price)*number of adult tickets + (child price)*number of child tickets after that simply substitute the appropriate variables/prices to find the proper equation lmk if you are having trouble or want to check your solution
im confused
adult price = 19.95 child price = 9.95 number of adult tickets = x number of child tickets = y plug these into the equation total cost = (adult price)*number of adult tickets + (child price)*number of child tickets to find the appropriate equation
Wait im a bit confused
"adult price = 19.95" means you can replace "adult price" with 19.95 "child price = 9.95" means you can replace "child price" with 9.95 "number of adult tickets = x" means you can replace "number of adult tickets" with x "number of child tickets = y" means you can replace "number of child tickets" with y perform these substitutions into total cost = (adult price)*number of adult tickets + (child price)*number of child tickets to obtain an equation
ohhhhh
now i get it thank you
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