Your 8-year-old is 128 cm - will they end up at 170 or 185? Enter the child's sex, age and height plus both parents' heights. Two methods (Tanner and proportional) produce a combined adult height forecast accurate to about 5 cm.
Child Growth Predictor - Adult Height Forecast from Parent Heights
Your 8-year-old is 128 cm - will they end up at 170 or 185? Enter the child's sex, age and height plus both parents' heights. Two methods (Tanner and proportional) produce a combined adult height forecast accurate to about 5 cm.
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The problem: you have no idea how tall your child will be
Your 8-year-old is 128 cm and you need to buy a winter coat in August. How much room should you leave - 3 cm of growth? 7 cm? 12 cm? And will your son end up tall like dad (182 cm) or closer to mum (160 cm)? The school wants a T-shirt size for the end-of-year trip. You have no number to work with.
The solution: two methods, one averaged forecast
The calculator combines the Tanner Mid-Parental Height formula (based on parent heights) with the proportional method (based on the child's current height and the percentage of adult height typically reached at their age). Averaging both methods yields a forecast accurate to about 5 cm.
How to use the Child Growth Predictor - step by step
- Child's sex - the Tanner formula adds 13 cm for boys and subtracts 13 cm for girls.
- Child's age (years) - determines the percentage of adult height already reached. Range: 1-18.
- Child's current height (cm) - measure without shoes, standing straight against a wall.
- Father's height (cm) - biological father's height. If unavailable, the estimate loses accuracy.
- Mother's height (cm) - biological mother's height.
- Read your results - predicted adult height, method comparison table, height percentile and remaining growth.
Tanner formula vs proportional method - decision table
The calculator uses two methods and averages the result. Which one is more accurate? It depends on the child's age.
| Parameter | Tanner (MPH) | Proportional method |
|---|---|---|
| Formula (boys) | (father + mother + 13) / 2 |
height / (% of adult height at age) |
| Formula (girls) | (father + mother - 13) / 2 |
height / (% of adult height at age) |
| Accuracy | approximately 8.5 cm | approximately 5-7 cm |
| More reliable at age | 1-6 (limited child data) | 8-16 (proportions stabilize) |
| Required inputs | Father + mother height | Child's current height + age |
| Verdict | Averaging both methods gives the most accurate forecast - approximately 5 cm | |
Worked examples
Tanner: (182 + 168 + 13) / 2 = 181.5 cm
Proportional: 132 / 0.72 = 183.3 cm
Combined forecast: 182.4 cm (range 177-188 cm)
Tanner: (175 + 162 - 13) / 2 = 162.0 cm
Proportional: 118 / 0.65 = 181.5 cm - too high? She is very tall for her age (median: 115 cm). The proportional method overestimates in such cases.
Combined: 171.8 cm - the truth lies closer to Tanner. She is tall now, but genetics suggest ~162 cm.
Tanner: (178 + 165 + 13) / 2 = 178.0 cm
Proportional: 148 / 0.84 = 176.2 cm
Combined: 177.1 cm - the methods agree well because at 12, proportions are more predictable.
Tanner: (185 + 170 - 13) / 2 = 171.0 cm
Proportional: 163 / 0.92 = 177.2 cm
Combined: 174.1 cm - she is tall and will likely exceed the Tanner-only estimate.
Tanner: (170 + 158 + 13) / 2 = 170.5 cm
Proportional: 100 / 0.58 = 172.4 cm
Combined: 171.5 cm (range 167-177 cm). Average height for his genetic background - a consistent forecast.
Percentage of adult height reached by age
How much of their final height has a child already reached? This table is the key to the proportional method.
| Age | Boys | Girls | Approx. remaining* |
|---|---|---|---|
| 2 yr | 49% | 52% | ~90 cm (B) / ~80 cm (G) |
| 6 yr | 65% | 70% | ~62 cm / ~49 cm |
| 10 yr | 78% | 84% | ~39 cm / ~26 cm |
| 14 yr | 92% | 98% | ~14 cm / ~3 cm |
| 18 yr | 100% | 100% | 0 cm |
*Approximate, based on median adult heights: boys ~176 cm, girls ~163 cm.
FAQ - Frequently asked questions
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