The following table embodies the details about the enrollment of students in five different activities namely Swimming, Singing, Drawing, Dancing and Handicraft in a School during the session 2020-21. A total number of 3000 students including 1750 girls have been enrolled in various activities in the school. Based on the data in the table, answer the questions: Activity-wise Enrollment of StudentsActivity Percentage (%) of students enrolled (Out of 3000) Percentage (%) of Girls enrolled (Out of 1750) Swimming 16% 14% Singing 21% 28% Drawing 14% 16 % Dancing 24% 20% Handicraft 25% 22%
The number of girls enrolled in Dancing forms what percent (%) of the total number of students in the School? (Round-off to two digits)?
The question provides data about student enrollment across five activities: Swimming, Singing, Drawing, Dancing, and Handicraft. The total number of students is given as 3000, and the total number of girls enrolled is 1750. The table shows the percentage distribution of students (out of 3000) and girls (out of 1750) for each activity.
| Activity | Percentage (%) of students enrolled (Out of 3000) | Percentage (%) of Girls enrolled (Out of 1750) |
|---|---|---|
| Swimming | 16% | 14% |
| Singing | 21% | 28% |
| Drawing | 14% | 16 % |
| Dancing | 24% | 20% |
| Handicraft | 25% | 22% |
The question asks for the percentage of girls enrolled in Dancing relative to the total number of students in the school. First, we need to find the actual number of girls enrolled in Dancing.
According to the table, the percentage of girls enrolled in Dancing is 20% of the total number of girls. The total number of girls is 1750.
Number of girls in Dancing = Percentage of girls in Dancing × Total number of girls
Using the values:
Number of girls in Dancing $= \frac{20}{100} \times 1750$
Number of girls in Dancing $= 0.20 \times 1750$
Number of girls in Dancing $= 350$
So, 350 girls are enrolled in the Dancing activity.
Next, we need to express the number of girls enrolled in Dancing as a percentage of the total number of students in the school. The total number of students is 3000.
Percentage required $= \left( \frac{\text{Number of girls in Dancing}}{\text{Total number of students}} \right) \times 100\%$
Plugging in the calculated number of girls in Dancing and the total number of students:
Percentage required $= \left( \frac{350}{3000} \right) \times 100\%$
Percentage required $= \left( \frac{350}{30} \right) \%$
Percentage required $= \left( \frac{35}{3} \right) \%$
Percentage required $= 11.666... \%$
The question asks to round off the result to two digits. Rounding 11.666...% to two decimal places gives 11.67%.
Therefore, the number of girls enrolled in Dancing forms approximately 11.67% of the total number of students in the School.
| Description | Calculation | Result |
|---|---|---|
| Total Students | Given | 3000 |
| Total Girls | Given | 1750 |
| Percentage of Girls in Dancing (out of total girls) | From Table | 20% |
| Number of Girls in Dancing | $20\% \text{ of } 1750 = 0.20 \times 1750$ | 350 |
| Percentage of Girls in Dancing (out of total students) | $\left( \frac{350}{3000} \right) \times 100\%$ | $11.67\%$ (Rounded) |
Data Interpretation questions often involve reading and analyzing data presented in tables, charts, or graphs. Key steps usually include:
This question required calculating a part (girls in Dancing) relative to a different total (total students), which is a common type of calculation in data interpretation problems.
Why, according to the writer can't people be motivated to use a resource prudently?
1. They feel that others may overuse the resource
2. It is possible to substitute the resource
3. Abundance of the resource availability
Select the correct answer using the code given below:
When do people use resources exhaustively?
The self-interest of people affects the use of renewable resources
People rooted in a locality
Which among the following is closest in meaning with the word 'deplete'?