Question

the expression $10t - 10 \cdot 0.05t$ describes the total cost of buying 10 tickets for a group.
match each amount in the situation with the expression that represents it.

situation	expression
amount of discount per ticket	$0.05t$
number of tickets	$10$
cost of buying 10 single tickets	$10 \cdot 0.05t$

Explanation:

Step1: Analyze Total discount for 10 group tickets

The total discount for 10 group tickets would be the discount per ticket multiplied by the number of tickets. The discount per ticket is \(0.05t\), so total discount is \(10 \cdot 0.05t\).

Step2: Analyze Amount of discount per ticket

The amount of discount per ticket is given as a fraction (0.05) of the ticket price \(t\), so it's \(0.05t\).

Step3: Analyze Number of tickets

The number of tickets is clearly 10.

Step4: Analyze Cost of buying 10 single tickets

If each ticket costs \(t\), then 10 single tickets would cost \(10t\).

Answer:

• Total discount for 10 group tickets: \(10 \cdot 0.05t\)
• Amount of discount per ticket: \(0.05t\)
• Number of tickets: \(10\)
• Cost of buying 10 single tickets: \(10t\)