Question
A survey found that 13 out of 108 men and 32 out of 233 wamen consult traditional healers for head-related ailments. Express these findings as a common fraction and as a decimal. Which group had the greater fraction?
Ask by Gough Collins. in South Africa
Feb 03,2025
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Answer
Women had a greater fraction of individuals consulting traditional healers for head-related ailments.
- **Men:** \( \frac{13}{108} \approx 0.120 \)
- **Women:** \( \frac{32}{233} \approx 0.137 \)
Therefore, women had a higher percentage.
Solution
Let's analyze the survey findings for both men and women.
### Men:
- **Fraction:** \( \frac{13}{108} \)
- **Decimal:** \( \frac{13}{108} \approx 0.120 \)
### Women:
- **Fraction:** \( \frac{32}{233} \)
- **Decimal:** \( \frac{32}{233} \approx 0.137 \)
### Comparison:
- **Men:** Approximately **0.120**
- **Women:** Approximately **0.137**
**Conclusion:** Women had the greater fraction of individuals consulting traditional healers for head-related ailments.
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**Summary:**
- **Men:** \( \frac{13}{108} \approx 0.120 \)
- **Women:** \( \frac{32}{233} \approx 0.137 \)
- **Greater Fraction:** **Women**
Reviewed and approved by the UpStudy tutoring team
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Beyond the Answer
To express the findings as a common fraction: For men, the fraction is \( \frac{13}{108} \). For women, the fraction is \( \frac{32}{233} \). Now let’s convert these fractions to decimals: - For men, \( \frac{13}{108} \approx 0.1204 \) - For women, \( \frac{32}{233} \approx 0.1377 \) Comparing the two, the women had the greater fraction, as \( 0.1377 \) is greater than \( 0.1204 \). To conclude, women were more likely than men to consult traditional healers for head-related ailments!