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To solve the problem, we need to calculate the difference in price between Brand A and Brand B when buying 700 grams of hot chocolate.

### Step 1: Calculate the price per gram for each brand.
- **Brand A**: £2.65 for 140 g.
- **Price per gram for Brand A** = £2.65 / 140 g ≈ £0.01893 per gram.

- **Brand B**: £3.10 for 175 g.
- **Price per gram for Brand B** = £3.10 / 175 g ≈ £0.01771 per gram.

### Step 2: Calculate the total price for 700 grams for each brand.
- **Brand A**: £0.01893 * 700 g ≈ £13.25.
- **Brand B**: £0.01771 * 700 g ≈ £12.40.

### Step 3: Find the difference in price between the two brands.
- **Difference** = £13.25 (Brand A) - £12.40 (Brand B) = £0.85.

### Conclusion:
The difference in price between the two brands for 700 g of hot chocolate is **£0.85**, with Brand A being more expensive.

Would you like further details or explanations? Here are 5 related questions:

1. How do you calculate the unit price of items for comparison?
2. How would the difference change if buying a different amount of grams?
3. Why is it important to compare prices per gram or unit rather than total price?
4. What are other ways to find the best deal when shopping for groceries?
5. How would the answer change if there were a discount on one of the brands?

**Tip:** Always compare prices based on weight or volume to ensure you're getting the best value.

What is the difference in price between the two brands when buying 700 g of hot chocolate? Give your answer in pounds (£).

Find the price difference between Brand A and Brand B when buying 700 grams of hot chocolate. Brand A costs £2.65 for 140 grams, while Brand B costs £3.10 for 175 grams. Learn how to calculate price per gram and compare total prices to get the best deal.

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