Calculate the height in meters for each athlete and their Body Mass Index (BMI).

Welcome back Blomme — been a while! Let's pick up where you left off. Question 1.1.1 Step 1: Convert each height from centimeters to meters by dividing by 100. Height (m) = Height (cm)100 • Athlete A: (168)/(100) = 1.68\, m • Athlete B: (175)/(100) = 1.75\, m • Athlete C: (182)/(100) = 1.82\, m • Athlete D: (160)/(100) = 1.60\, m The heights in meters are: Athlete A: 1.68 m Athlete B: 1.75 m Athlete C: 1.82 m Athlete D: 1.60 m Question 1.1.2 Step 1: Use the formula BMI = mass (kg)(height (m))^2 and the converted heights from 1.1.1. • Athlete A: BMI_A = (62)/((1.68)^2) = (62)/(2.8224) ≈ 21.96 • Athlete B: BMI_B = (78)/((1.75)^2) = (78)/(3.0625) ≈ 25.47 • Athlete C: BMI_C = (95)/((1.82)^2) = (95)/(3.3124) ≈ 28.68 • Athlete D: BMI_D = (52)/((1.60)^2) = (52)/(2.56) ≈ 20.31 The BMI for each athlete is: Athlete A: 21.96 Athlete B: 25.47 Athlete C: 28.68 Athlete D: 20.31 Question 1.1.3 Step 1: Refer to the BMI calculated for Athlete C in 1.1.2 and the provided BMI categories. • Athlete C's BMI is approximately 28.68. • According to the chart: Underweight (<18.5) Normal (18.5–24.9) Overweight (25.0–29.9) Obese (≥30.0) Step 2: Classify Athlete C's BMI. Since 25.0 28.68 29.9, Athlete C is classified as Overweight. Question 1.1.4 Step 1: Identify athletes whose BMI falls outside the "Normal" range (18.5–24.9). • Athlete A: BMI = 21.96 (Normal) • Athlete B: BMI = 25.47 (Overweight) • Athlete C: BMI = 28.68 (Overweight) • Athlete D: BMI = 20.31 (Normal) Step 2: Select two athletes who may require further health advice. Athletes B and C are outside the normal range. Step 3: Provide one reason for the selected athletes. Athletes: Athlete B and Athlete C*. Reason: Both athletes have a BMI in the Overweight* category, which can increase the risk of various health issues and potentially impact their athletic performance. Send me the next one 📸