Admission price to Universal Studios park is Php 2600 per person. The average patron attending spends about Php 1500 on food, drinks, games, and souvenirs. Find the function notation that accurately describes this situation.

To describe this situation using function notation, we can define a function that represents the total amount of money spent by each patron attending Universal Studios.

Let:
- \( p(x) \) represent the total money spent by a patron,
- \( x \) represent the number of patrons.

The admission price per person is Php 2600, and the average patron spends Php 1500 on food, drinks, games, and souvenirs.

Thus, the total amount spent by each patron is the sum of the admission fee and additional spending:

\[
p(x) = 2600 + 1500
\]

The total amount spent by \( x \) patrons will be:

\[
p(x) = x \cdot (2600 + 1500)
\]
\[
p(x) = x \cdot 4100
\]

So, the function notation for this situation is:

\[
p(x) = 4100x
\]

### Do you want more details or have any questions?

Here are 5 related questions:
1. How much would 5 patrons spend in total?
2. How does this function change if the admission price increases by 10%?
3. What happens to the total cost if patrons spend Php 2000 on average on food, drinks, games, and souvenirs?
4. How can you express the total revenue if a discount is offered for group tickets?
5. Can we create a function for the total cost when both adults and children attend, with different prices?

**Tip:** Always check the units when working with money-related functions to ensure accuracy in real-world applications.

Explore how to use function notation to calculate the total spending at Universal Studios Park, including an admission price of Php 2600 and average spending of Php 1500 on food, drinks, and souvenirs. Learn the linear function that represents the total cost per patron.

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