BMI Calculator

Result for 100cm and 695kgs.
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Calcultor Bird695

Obese BMI

At 100cm and 695kgs your BMI is 695

BMI Scale

UnderNormalOver
Obese
-665 kgs
to reach an
overweight bmi classification.
Overweight BMI
Ends:
30 kgs
-670 kgs
to reach a
normal bmi classification.
Normal BMI
Ends:
25 kgs

BMI Grading Table2 for Height 100cm

WeightWeight Class
Below 18.5 kgsUnderweight
18.5 kgs - 25 kgsNormal Weight
25 kgs - 30 kgsOverweight
30 kgs and AboveObese

Weight Loss

If you were seeking a normal BMI weight of 25kgs, and you lost 0.90 kilos a week4, then you could reach a normal BMI in
737 Weeks
Or to be considered overweight, a goal weight of 30 kgs could be reached in
732 Weeks

Obese BMI Silhouette

Ideal Weight for
a 100cm Male or Female2

The ideal weight range using the BMI for a male or female with a height of 100cm is

Between

18.5 kgs

and
25 kgs
How to Calculate BMI3 for 100cm and 695 kgs
695 / (1 x 1)
= 695
100 = height | 695 = weight kgs

Conversion

  • 100cm = 3 foot 3.37
  • 100cm = 39.37 inches
  • 695 kg = 1532.21 pounds
  • 695 kg = 109 stone 6 pounds
  • 695 kg = 695000 grams

100cm and 695kg Summary

What is the BMI for a 100cm and 695kg female? 695 BMI, Obese.
What is the BMI for a 100cm and 695kg male? 695 BMI, Obese.
What is the ideal weight for a 100cm female? Between: 18.5kgs and 25kgs
What is the ideal weight for a 100cm male? Between: 18.5kgs and 25kgs
If I am 100cm and weigh 695kgs, is that a good weight for my height? Under the BMI classification, 695kgs is classed as being Obese.

This Page is Calculated for the Following Height and WeightHeight: 100cm, 100 centimeters, 100 centimetres, 3 foot 3.37.
Weight: 695 kg, 695 kilograms, 695kgs.

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.
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Proofs and formulas are provided as references.