For a fundraiser, a school club is selling raffle tickets for $2 each and healthy snacks for $1.50 each. What is the cost of:
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Answer:
g) 10 tickets and 8 snacks = 32
h) 7 tickets and 5 snacks = 21.5
i) x tickets and y snacks = 53.5
Step-by-step explanation:
Each ticket cost $2 and the snacks, cost $1.50 so we multiply them by the number of tickets and snacks.
g) 10 tickets and 8 snacks = 32
Explanation: 10x2=20 , 8x1.50 = 32
h) 7 tickets and 5 snacks = 21.5
Explanation:7x2=14 , 5x1.50 = 21.5
i) x tickets and y snacks = 53.5
Explanation: x=17 and y=13
You add the number of tickets for (Question g,h - tickets, and snacks so
the total cost is $53.5
But the question says you do not use the unit $ so don´t use it.
Sorry If I got it wrong
Answer: G. $20 for tickets and $12 for snacks
H.$14 for tickets and $7.50 for snacks
I. Probably $2 for ticket and $1.50 for snack
Step-by-step explanation: G is $20 and $12 because you first have to multiply 10 tickets by $2 to get the cost of 10 tickets and then multiply $1.50 by 8 snacks to get the cost of 8 snacks.
H is $14 and $7.50 because you also have to multiply 7 tickets by $2 to get the cost of 7 tickets and multiply $1.50 by 5 snacks to get the cost of 5 snacks.
I is probably $2 and $1.50 because the variables x and y are unknown so you would have to put how much each raffle tickets and snacks cost for x and y. Hope this makes sense!