To calculate condom coverage among adolescents (10–19) and youth (15–24) in Fetche Kebele, we'll follow these steps:
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Determine the number of adolescents and youth in Fetche Kebele.
Given that adolescents (10-19 years) and youth (15-24 years) together make up 30% of the population, we can calculate the number of individuals in these age groups as follows:
\[ \text{Total population of Fetche Kebele} = 15,560 \] \[ \text{Percentage of adolescents and youth} = 30% \] \[ \text{Number of adolescents and youth} = 15,560 \times 0.30 = 4,668 \]
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Identify the total population of X Kebele and the number of condom users.
The total population of X Kebele is 20,200, with 200 condom users.
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Calculate condom coverage.
To find the condom coverage among adolescents and youth, we need to determine how many of the condom users fall within the age groups of adolescents and youth. We will assume that the proportion of condom users in X Kebele is similar to that of Fetche Kebele for this population estimate.
Given that there are 4,668 adolescents and youth in Fetche Kebele and a total of 20,200 people in X Kebele, we need to calculate:
\[ \text{Proportion of adolescents and youth in X Kebele} = \frac{4,668}{15,560} \]
To find out how many of the 200 condom users might belong to the adolescent and youth groups, we need to assume that condom usage is equally distributed across all age groups. We will first calculate the proportion of the adolescent and youth group in X Kebele:
\[ \text{Number of adolescents and youth in X Kebele} = 20,200 \times 0.30 = 6,060 \]
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Calculating condom coverage for adolescents and youth:
Using a similar ratio, the number of condom users might roughly be:
\[ \text{Estimated condom users among adolescents and youth} = \frac{6,060}{20,200} \times 200 \approx 60 \]
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Finally, calculate condom coverage:
Condom coverage percentage among adolescents and youth:
\[ \text{Condom Coverage} = \left( \frac{60}{6,060} \right) \times 100 \approx 0.99% \]
Thus, the estimated condom coverage among adolescents and youth in X Kebele is approximately 1%.