Question: If the percentage of male and female members in Gym E are reversed then what is the ratio of female and male members in Gym

To solve this problem, let's follow these steps:

### Step 1: Understand the Problem
The question asks for the ratio of female to male members in Gym E if the percentages of male and female members are reversed.

### Step 2: Identify the Current Percentages
If we could extract the data from the pie chart or bar graph, we would identify the current percentage of male and female members in Gym E. Unfortunately, I can't extract the exact numbers directly from the image without more context.

### Step 3: Reverse the Percentages
Once we have the percentages of male and female members in Gym E, we would swap these values.

### Step 4: Calculate the Ratio
The ratio of female to male members after the percentages are reversed would be the reversed percentages themselves, expressed as a ratio.

### Example:
Let's assume (for demonstration purposes) that currently:
- Male members = 60% of Gym E
- Female members = 40% of Gym E

After reversing:
- Female members = 60%
- Male members = 40%

The ratio of female to male members would be:
\[
\text{Ratio} = \frac{60}{40} = \frac{3}{2}
\]

### Final Step:
1. Identify the current percentages.
2. Reverse them.
3. Express the reversed values as a ratio.

If you can provide the exact current percentages or if you need any further assistance with this, please let me know!

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**Relative Questions:**
1. What happens to the overall membership distribution in Gym E if the percentage of male and female members is reversed?
2. How would the total number of members impact the ratio if the percentages are reversed?
3. If the number of male and female members is initially equal, how would reversing the percentages affect the ratio?
4. What is the significance of calculating ratios when analyzing gym membership statistics?
5. How can this reversed ratio be used in predicting future trends in Gym E's membership demographics?

**Tip:** When working with percentages and ratios, always ensure that the total adds up to 100% to avoid errors in calculations.

Understand how to calculate the ratio of female to male members in Gym E when the percentages of male and female members are reversed. This problem involves basic percentage calculations and ratio analysis, suitable for students in Grades 6-8.

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