https://file.aiquickdraw.com/mathbot/file/1730419456956txlpfjgm.jpg

To solve this problem, let's determine the most Laura can save by using the Special Offer.

### Step-by-Step Solution:

1. **Identify the Individual Prices of the Items:**
   - **Drinks:**
     - Coffee: £1.50
     - Cola: £1.25
     - Orange: £0.95 (or 95p)
   - **Snacks:**
     - Popcorn: £1.75
     - Nachos: £1.15
     - Ice Cream: £1.60
     - Chocolate: £0.85

2. **Understand the Special Offer:**
   - The Special Offer is to buy **one drink and two different snacks for £3.99**.

3. **Calculate the Most Expensive Combination:**
   - To maximize the savings, we should select the most expensive drink and the two most expensive snacks.
   - **Most expensive drink:** Coffee at £1.50.
   - **Two most expensive snacks:** Popcorn (£1.75) and Ice Cream (£1.60).

   - Total cost without the offer:
     \[
     1.50 + 1.75 + 1.60 = 4.85
     \]

4. **Calculate the Savings:**
   - With the Special Offer, Laura would only pay £3.99 instead of £4.85.
   - Savings:
     \[
     4.85 - 3.99 = 0.86
     \]

### Conclusion:
The maximum amount Laura can save by using the Special Offer is **£0.86**.

Would you like further details or have any questions?

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### Related Questions:
1. What would the savings be if Laura chose the cheapest drink and snacks?
2. How would the savings change if the special offer price were increased to £4.50?
3. What is the total cost for each possible combination without the Special Offer?
4. How much would Laura save if only the two least expensive items were chosen?
5. Could Laura save more by buying snacks and drinks separately?

### Tip:
When faced with a special offer, try calculating the cost without it to determine the actual savings potential.

Laura is going to buy one drink and two different snacks. Work out the most money that Laura can save by using the Special Offer.

Learn how to determine the maximum savings Laura can make with a special offer at the cinema. By calculating the total cost of the most expensive items and comparing it with the offer price, find the best possible savings. Suitable for middle school math students.

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