Waist to Hip Ratio Calculator
Free waist to hip ratio calculator using WHO health risk standards.
How to Use This Calculator
Formula:
Waist-to-Hip Ratio (WHR) = Waist Circumference ÷ Hip Circumference (measured in identical units, inches or cm)
- Select your preferred measurement system at the top of the calculator using the 'Imperial (inches)' or 'Metric (cm)' toggle; switching units automatically converts entered figures.
- Choose 'Male' or 'Female' in the Gender dropdown so the calculator applies the correct World Health Organization (WHO) sex-specific risk cutoffs.
- Enter your Waist Circumference measured horizontally at the narrowest part of your natural torso (midway between your lowest rib and the top of your hip bone, after a normal exhale).
- Enter your Hip Circumference measured horizontally around the widest part of your buttocks with your feet together and the tape snug but not compressing the skin.
- Review your WHR score, WHO Health Risk tier (Low, Moderate, or High), Apple vs. Pear body-shape classification, and your exact Ideal Max Waist target.
Frequently Asked Questions
According to World Health Organization (WHO) metabolic guidelines, a low-risk waist-to-hip ratio is below 0.90 for men and below 0.80 for women (with abdominal obesity formally defined at 0.90 or higher in men and 0.85 or higher in women). Ratios of 0.90 to 0.99 in men and 0.80 to 0.84 in women indicate moderate cardiometabolic risk, while 1.00+ in men and 0.85+ in women signify high cardiovascular risk.
Body Mass Index (BMI) only compares total body weight against height, so it cannot tell the difference between an muscular athlete with a 31-inch waist and a sedentary adult carrying visceral belly fat at the exact same weight. Waist-to-hip ratio isolates central fat distribution. In the global 52-country INTERHEART study of nearly 30,000 participants, WHR predicted myocardial infarction risk roughly three times more accurately than BMI.
Following the WHO STEPwise protocol, stand upright with feet together, arms relaxed at your sides, and breathe out gently. Measure your waist at the midpoint between the bottom edge of your last palpable rib and the top of your iliac crest (usually 1 inch above the navel—never suck your stomach in). Measure your hips at the widest circumference around the buttocks, keeping the tape strictly parallel to the floor.
An 'Apple' (android) distribution—WHR at or above 0.90 in men or 0.85 in women—means excess adipose tissue is concentrated intra-abdominally around the liver, pancreas, and intestines. Visceral fat secretes inflammatory cytokines and free fatty acids directly into the portal vein, driving insulin resistance and hypertension. A 'Pear' (gynoid) shape stores subcutaneous fat around the glutes and thighs, which is metabolically far more benign.
Yes. Clinicians call this phenotype 'normal-weight central obesity' (sometimes termed TOFI—thin outside, fat inside), and it is especially prevalent among South Asian, East Asian, and older adults. Cohort data from over 15,000 adults published in the Annals of Internal Medicine showed that individuals with a normal BMI (22.0) but a high WHR faced higher cardiovascular mortality than BMI-overweight individuals with a low WHR.
Because visceral abdominal fat is more metabolically active and sensitive to catecholamines than subcutaneous fat, it is typically the first fat depot mobilized during a sustained 400 to 500 kcal daily deficit. Most adults lose roughly 0.5 to 1.0 inch (1.3 to 2.5 cm) off their waist for every 4 to 6 pounds of fat lost, lowering WHR by 0.02 to 0.04 over an 8-to-12-week block of cardio and strength training.
Mathematically, yes—adding gluteal muscle increases hip circumference in the denominator, lowering your WHR number. However, cardiologists emphasize that shrinking an elevated waist circumference in the numerator is what actually clears visceral organ fat and improves fasting insulin, triglycerides, and blood pressure. Pairing progressive lower-body resistance training (squats, hip thrusts, deadlifts) with a moderate calorie deficit improves both sides of the ratio safely.