A client weighs 150 lb and is 5 ft 7 in tall. Which numerical value reflects this client's BMI?

A client weighs 150 lb and is 5 ft 7 in tall. Which numerical value reflects this client's BMI?

• A. 23.53
• B. 18.9
• C. 28.4
• D. 30.1

Answer: (A)

BMI is found by dividing weight in kilograms by the square of height in meters. Convert 150 lb to kilograms: 150 × 0.4535923 ≈ 68.0 kg. Convert 5 ft 7 in to meters: 67 in × 0.0254 ≈ 1.7018 m. Square the height: (1.7018)^2 ≈ 2.896. Then BMI ≈ 68.0 / 2.896 ≈ 23.5, specifically about 23.53. This value sits in the normal BMI range. The other numbers would reflect different weights or heights, so with this height and weight the BMI is about 23.53.

BMI is found by dividing weight in kilograms by the square of height in meters. Convert 150 lb to kilograms: 150 × 0.4535923 ≈ 68.0 kg. Convert 5 ft 7 in to meters: 67 in × 0.0254 ≈ 1.7018 m. Square the height: (1.7018)^2 ≈ 2.896. Then BMI ≈ 68.0 / 2.896 ≈ 23.5, specifically about 23.53. This value sits in the normal BMI range. The other numbers would reflect different weights or heights, so with this height and weight the BMI is about 23.53.