Result for 5'9.29" and 90 lbs.
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Underweight BMI
At 5'9.29" and 90 Pounds your BMI is 13.18BMI Scale
Under | Normal | Over | Obese |
+36 lbs
to a normal BMI classification.Normal BMI Starts:
126.3 lbs+81 lbs
to a overweight BMI classification.Overweight BMI Starts:
170.7 lbsBMI Grading Table2 for Height 5'9.29"
Weight | Weight Class |
Below 126.3 lbs | Underweight |
126.3 lbs - 170.7 lbs | Normal Weight |
170.7 lbs - 204.9 lbs | Overweight |
204.9 lbs and Above | Obese |
Underweight
If you wanted a normal BMI weight of 170.7lbs and you wanted to gain weight, we recommend consulting a doctor.Underweight BMI Silhouette
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Nearest Weights @ 5ft 9.29in
Ideal Weight for
a 5 foot 9.29 Male or Female2
Between
126.3 lbs
and
170.7 lbs
How to Calculate BMI3 for 5'9.29" and 90 lbs
(5 x 12) + 9.29 = 69.29
(90 / (69.29 x 69.29)) x 703
= 13.178218735145
5 = foot | 9.29 = inch | 90 = weight lbs
(90 / (69.29 x 69.29)) x 703
= 13.178218735145
5 = foot | 9.29 = inch | 90 = weight lbs
Conversion
- 5 foot 9.29 = 69.29 inches
- 5 foot 9.29 = 176cm
- 90 pounds = 6 stone 6 pounds
- 90 pounds = 40.82 kg
- 90 pounds = 40823.31 grams
5'9.29" and 90 lbs Summary
What is the BMI for a 5'9.29" and 90 lbs male? 13.18 BMI, Underweight.
What is the ideal weight for a 5'9.29" female? Between: 126.3lbs and 170.7lbs
What is the ideal weight for a 5'9.29" male? Between: 126.3lbs and 170.7lbs
If I am 5ft 9.29in and weigh 90 lbs, is that a good weight for my height? Under the BMI classification, 90 lbs is classed as being Underweight.
This Page is Calculated for the Following Height and Weight
Height: 5' 9.29, 5 foot 9.29, 5'9.29", 5 ft 9.29 in, 5 feet 9.29 inches.Weight: 90 Pounds, 90 lbs.
Is this Healthy?1
BMI values have different meanings for different body shapes. A major limitation of the BMI is that the BMI value does not indicate the location or distribution of body fat, two factors which are important in heart health and diabetes. If you are at all concerned with your weight or health, consult a doctor or health professional.Convert page to kg/cm ⇆