https://file.aiquickdraw.com/mathbot/file/1726578242642jhr7uw2i.jpg

The question is about comparing prices of ovens at two different shops after applying discounts. Here’s the information I can see from the image:

- **Shop A**: Usual Price = $190, Discount = 15%
- **Shop B**: Usual Price = $200, Discount = 20%

We need to calculate the final prices after applying the respective discounts and then determine which shop offers the oven at a lower price.

### Shop A:
- Discount: $ 15\% $ of $ 190 $
\[
15\% \times 190 = 0.15 \times 190 = 28.5
\]
- Final Price:
\[
190 - 28.5 = 161.5
\]

### Shop B:
- Discount: $ 20\% $ of $ 200 $
\[
20\% \times 200 = 0.20 \times 200 = 40
\]
- Final Price:
\[
200 - 40 = 160
\]

### Conclusion:
- **Shop A** sells the oven for **$161.50**.
- **Shop B** sells the oven for **$160.00**.

Therefore, **Shop B** sells the oven at a lower price.

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Do you need further details or have any questions?

Here are 5 related questions you can explore:
1. How much more would Mr. Teo spend if he buys from Shop A instead of Shop B?
2. What would the final price be if Shop A offered a 20% discount like Shop B?
3. How much would Mr. Teo save if the discount at Shop B was increased to 25%?
4. If Shop A reduced their price to $180 before applying the 15% discount, which shop would be cheaper?
5. What is the percentage difference between the final prices of Shop A and Shop B?

**Tip**: Always verify the actual amount saved by applying the discount to compare deals effectively!

Mr. Teo wants to buy an oven. Which shop sells the oven at a lower price? Shop A: Usual Price = $190, Discount = 15%. Shop B: Usual Price = $200, Discount = 20%.

Discover how to calculate the final prices after discounts to determine which shop offers a better deal. Shop A offers a 15% discount on a $190 oven, while Shop B offers a 20% discount on a $200 oven. Learn how to compare these deals step-by-step, suitable for Grades 5-7.

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