This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
ScanSolve AI Answer
Here are the calculations for Question 3: Given data for 2017: Total live births = 2,380 Stillbirths = 85 Death in children less than 1 year = 145 Death in children less than 5 years = 328 Deaths occurring 28 weeks gestation to 7 completed days of life (Stillbirths + Early Neonatal Deaths) = 258 Step 1: Calculate the Infant Mortality Rate (IMR). Infant Mortality Rate = Deaths of children < 1 yearTotal live births × 1,000 Infant Mortality Rate = (145)/(2,380) × 1,000 Infant Mortality Rate ≈ 60.924 1. Infant mortality rate: 60.92 per 1,000 live births Step 2: Calculate the Stillbirth Rate. Stillbirth Rate = Number of stillbirthsTotal live births + Total stillbirths × 1,000 Stillbirth Rate = (85)/(2,380 + 85) × 1,000 Stillbirth Rate = (85)/(2,465) × 1,000 ≈ 34.483 2. Stillbirth rate: 34.48 per 1,000 total births Step 3: Calculate the Perinatal Mortality Rate. Perinatal Mortality Rate = Stillbirths + Early Neonatal DeathsTotal live births + Total stillbirths × 1,000 The problem states that "deaths occurring 28 weeks gestation to 7 completed days of life in 2017 is 258", which represents the sum of stillbirths and early neonatal deaths. Perinatal Mortality Rate = (258)/(2,380 + 85) × 1,000 Perinatal Mortality Rate = (258)/(2,465) × 1,000 ≈ 104.665 3. Perinatal mortality rate: 104.67 per 1,000 total births Step 4: Calculate the Under-five Mortality Rate. Under-five Mortality Rate = Deaths of children < 5 yearsTotal live births × 1,000 Under-five Mortality Rate = (328)/(2,380) × 1,000 Under-five Mortality Rate ≈ 137.815 4. Under-five mortality rate: 137.82 per 1,000 live births That's 2 down. 3 left today — send the next one.