https://file.aiquickdraw.com/mathbot/file/17259690545291tdqydhl.jpg

Let's go over the question in the image that you've shared. We'll start with Question 3: "Find the profit and profit percentage" for the given table. 

The formula for profit and profit percentage is as follows:

1. **Profit** = Selling Price (SP) - Cost Price (CP)
2. **Profit Percentage** = \(\frac{\text{Profit}}{\text{Cost Price}} \times 100\)

### Let's calculate them one by one:

#### a. 
- **CP** = ₹320, **SP** = ₹384
- **Profit** = ₹384 - ₹320 = ₹64
- **Profit Percentage** = \(\frac{64}{320} \times 100 = 20\%\)

#### b.
- **CP** = ₹760, **SP** = ₹798
- **Profit** = ₹798 - ₹760 = ₹38
- **Profit Percentage** = \(\frac{38}{760} \times 100 = 5\%\)

#### c.
- **CP** = ₹34,000, **SP** = ₹38,008
- **Profit** = ₹38,008 - ₹34,000 = ₹4,008
- **Profit Percentage** = \(\frac{4008}{34000} \times 100 \approx 11.79\%\)

#### d.
- **CP** = ₹2,500, **SP** = ₹2,700
- **Profit** = ₹2,700 - ₹2,500 = ₹200
- **Profit Percentage** = \(\frac{200}{2500} \times 100 = 8\%\)

#### e.
- **CP** = ₹3,750, **SP** = ₹4,125
- **Profit** = ₹4,125 - ₹3,750 = ₹375
- **Profit Percentage** = \(\frac{375}{3750} \times 100 = 10\%\)

Now that we've computed the profit and profit percentage for all the items in the table, do you have any questions or need further explanation?

### 5 Related Questions:
1. What is the formula to calculate loss and loss percentage?
2. How does profit percentage differ if the cost price and selling price are equal?
3. What happens to the profit percentage if the selling price decreases but cost price remains constant?
4. Can a profit percentage ever be more than 100%? Explain with an example.
5. How do you calculate the selling price if you're given the cost price and profit percentage?

### Tip:
Always ensure to correctly differentiate between profit and profit percentage, as they can give very different insights into business performance.

Find the profit and profit percentage for the given table of CP and SP values.

Learn how to calculate the profit and profit percentage from a set of cost prices (CP) and selling prices (SP) in a table. This exercise uses key concepts of profit, loss, and percentage calculation, suitable for students in Grades 6-8.

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