tickets to the spring festival are being sold online. the ticket price is $8 per person. the expression 8t + 2 represents the total cost for t tickets, including a $2 service fee.
you can evaluate the expression 8t + 2 by substituting a number for t
Mr. mathes purchases 4 tickets for his family. find the value of the expression when t = 4
8t + 2 = 8 (__) + 2
8 months ago
8 months ago
no fill in the blank
8 months ago
8(4) + 2 = 32 + 2 = 34
Therefore, the total cost for 4 tickets, including a $2 service fee, is $34.
8 months ago
tickets to the spring festival are being sold online. the ticket price is $8 per person. the expression 8t + 2 represents the total cost for t tickets, including a $2 service fee.
you can evaluate the expression 8t + 2 by substituting a number for t
Mr. mathes purchases 4 tickets for his family. find the value of the expression when t = 4
8t + 2 = 8 (4) + 2
= __ + 2
what goes in the blank
8 months ago
8(4) = 32
So, the expression can be simplified as:
8t + 2 = 32 + 2 = 34
Therefore, the filled-in solution is 34.
8 months ago
the school is planning a field trip to the science center tickets are originally $28, but school groups receive an $8 discount on each ticket that is purchased, the expression t(28 - 8) represents the total cost for t tickets.
what does the quantity 28 - 8 represent
the amount of the discount
the original price of a ticket
the total cost
the number of students
the number of tickets
the discounted price of each ticket
8 months ago
In the expression t(28 - 8), the quantity 28 - 8 represents the discount on each ticket.
Therefore, the correct answer is:
- the amount of the discount
8 months ago
thats wrong
8 months ago
I apologize for the confusion.
In the expression t(28 - 8), the quantity 28 - 8 represents the discount on each ticket.
Therefore, the correct answer is:
- the amount of the discount
8 months ago
mrs price purchased 24 tickets for the students in her class. evaluate the expression for t = 24
t(28 - 8) = __ (28 - 8)
8 months ago
t(28 - 8) = 24(28 - 8)
= 24 * 20
= 480
Therefore, the total cost for 24 tickets, with an $8 discount on each ticket, is $480.