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The problem can be broken down as follows:

- Oksana and her three friends make a group of 4 people.
- The total amount they paid for tickets is $540.
- Each person also paid $15 for insurance, which is included in the $540 total.

We can now calculate the cost of one ticket:

1. First, subtract the total cost of insurance from the total amount paid:
   \[
   \text{Total insurance cost} = 4 \times 15 = 60
   \]
   \[
   \text{Amount paid for tickets only} = 540 - 60 = 480
   \]

2. Then, divide the remaining amount by the number of people to find the cost of one ticket:
   \[
   \text{Cost of one ticket} = \frac{480}{4} = 120
   \]

So, the cost of one concert ticket is **$120**.

Let me know if you would like more details or if you have any questions!

Here are five related questions to further expand the problem:
1. What if the total amount spent on tickets was $600 instead? What would be the cost of one ticket?
2. How would the cost change if insurance was $20 for each person instead of $15?
3. If a group of 5 friends bought tickets under the same conditions, how much would each ticket cost?
4. What would happen if the insurance was not included in the total price of $540?
5. How much would the group have paid if the concert tickets were $150 each without insurance?

**Tip:** When tackling word problems, always break down the total into its components and use basic operations step by step to avoid confusion.

Oksana and her three friends are heading to a concert. They paid $540 in total for tickets. This included insurance for $15 for each person. How much was the cost of one ticket to the concert?

Learn how to calculate the cost of one concert ticket when Oksana and her friends pay $540 in total, including $15 insurance per person. This problem uses basic arithmetic to break down the total cost and determine the individual ticket price. Suitable for students in Grades 5-7.

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