If the wage at the 75th percentile is $79,609, and the wage at the 25th percentile is $31,319, what is the 75-25 wage gap?

The 75-25 wage gap is calculated by subtracting the wage at the 25th percentile from the wage at the 75th percentile.

Given:
- Wage at the 75th percentile: $79,609
- Wage at the 25th percentile: $31,319

To find the 75-25 wage gap:
\[ \text{75-25 wage gap} = \$79,609 - \$31,319 \]

Performing the subtraction:
\[ \$79,609 - \$31,319 = \$48,290 \]

Therefore, the 75-25 wage gap is $48,290.

Would you like more details or have any questions?

Here are 8 related questions for further exploration:
1. What is the 90-10 wage gap if the 90th percentile wage is $100,000 and the 10th percentile wage is $20,000?
2. How does the 75-25 wage gap change if the 25th percentile wage increases to $35,000?
3. What is the median wage if it is known to be at the 50th percentile?
4. How is the wage gap different in various industries?
5. What statistical methods can be used to analyze wage distributions?
6. How can wage gaps impact economic inequality?
7. What are common factors contributing to wage gaps?
8. How can policy changes address wage gaps?

**Tip:** When analyzing wage data, consider the impact of outliers and how they might skew the distribution and the resulting wage gaps.

Learn how to calculate the 75-25 wage gap using percentiles. Given a wage of $79,609 at the 75th percentile and $31,319 at the 25th percentile, understand how to find the difference to determine the wage gap. Discover related questions and explore further details on wage gaps.

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