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?

Let's analyze the survey findings for both men and women: ### **Men** - **Fraction:** \( \frac{13}{108} \) - **Decimal:** To convert \( \frac{13}{108} \) to a decimal: \[ 13 \div 108 \approx 0.12037 \] ### **Women** - **Fraction:** \( \frac{32}{233} \) - **Decimal:** To convert \( \frac{32}{233} \) to a decimal: \[ 32 \div 233 \approx 0.13734 \] ### **Comparison** - **Men:** \( \frac{13}{108} \approx 0.12037 \) - **Women:** \( \frac{32}{233} \approx 0.13734 \) **Conclusion:** Women had the greater fraction of individuals consulting traditional healers for head-related ailments compared to men. ### **Summary** - **Men:** \( \frac{13}{108} \) or **0.120** - **Women:** \( \frac{32}{233} \) or **0.137** - **Greater Fraction:** **Women** Answer: Men consulted at a rate of 13⁄108 ≈ 0.120 and women at 32⁄233 ≈ 0.137. The women had the greater fraction.