A weeklong summer camp is held in June for children in Grades ﻿
3
3﻿−﻿
6
6﻿. Parents and guardians who enrolled their children for camp by May ﻿
1
5
15﻿ received a ﻿
2
0
%
20%﻿ discount off the regular enrollment fee for each child enrolled. For each grade, the table below gives the number of children enrolled by May ﻿
1
5
15﻿ as well as the regular enrollment fee per child. The grade of any child is that child’s grade in school as of May ﻿
1
5
15﻿.




It looks like you're describing a summer camp enrollment scenario where parents who registered by May 15th received a discount on the regular fee. The table is likely giving you the data per grade level regarding the number of children enrolled early and the regular price per child. 

While I don't have the exact table, here’s how you would calculate the total revenue with the discount applied:

### Step-by-Step Solution Outline

1. **Identify the regular enrollment fee per child and number of children enrolled for each grade level**: For each grade from 3 to 6, note the enrollment fee and how many children enrolled by May 15th.

2. **Apply the 20% discount**: 
   - If the regular fee is $ F $ dollars, the discounted fee per child is $ F \times 0.80 $.
   
3. **Calculate the total discounted fee for each grade**:
   - For each grade, multiply the number of children by the discounted fee to get the total revenue for that grade.

4. **Sum the totals**: Add up the total revenue for all grades to find the total income from all early enrollments.

### Example Calculation

If the table looks something like this (hypothetical data):

| Grade | Number of Children Enrolled by May 15 | Regular Enrollment Fee per Child |
|-------|---------------------------------------|----------------------------------|
| 3     | 20                                    | $200                            |
| 4     | 15                                    | $180                            |
| 5     | 25                                    | $210                            |
| 6     | 18                                    | $190                            |

- For **Grade 3**: $ 200 \times 0.80 = 160 $ (discounted fee). Total revenue = $ 160 \times 20 = 3200 $.
- For **Grade 4**: $ 180 \times 0.80 = 144 $ (discounted fee). Total revenue = $ 144 \times 15 = 2160 $.
- For **Grade 5**: $ 210 \times 0.80 = 168 $ (discounted fee). Total revenue = $ 168 \times 25 = 4200 $.
- For **Grade 6**: $ 190 \times 0.80 = 152 $ (discounted fee). Total revenue = $ 152 \times 18 = 2736 $.

Finally, sum these amounts: $ 3200 + 2160 + 4200 + 2736 = 12296 $.

The total revenue from early enrollments would be **$12,296**.

---

Do you want to provide more details about the table so we can adjust the calculations, or would you like to know more about a specific aspect?

### Follow-up questions:
1. What is the total revenue if no discount is applied?
2. How much did parents collectively save by enrolling early?
3. What percentage of total revenue came from Grade 5 enrollments?
4. If an additional grade 7 group was added, how would that affect the total revenue?
5. What happens to the revenue if the discount is increased to 30%?

### Tip:
Always double-check the application of discounts, especially when calculating large amounts for multiple groups.

A weeklong summer camp is held in June for children in Grades 3-6. Parents and guardians who enrolled their children for camp by May 15 received a 20% discount off the regular enrollment fee for each child enrolled. For each grade, the table below gives the number of children enrolled by May 15 as well as the regular enrollment fee per child. The grade of any child is that child’s grade in school as of May 15.

This problem involves calculating the total revenue from early enrollments for a summer camp with a 20% discount applied. The table provides the number of children enrolled by May 15 and the regular fee for each grade (3-6). Learn how to apply percentage discounts and compute the total revenue per grade.

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