Dihybrid Cross Calculator and Punnett Square
Predict offspring phenotype probabilities for two independently assorting Mendelian traits.
About dihybrid crosses
Dihybrid cross examples
Common parent combinations and expected phenotype patterns.
| Parents | Phenotype probabilities | Interpretation |
|---|---|---|
| AaBb × AaBb | 56.25%, 18.75%, 18.75%, 6.25% | The classic 9 to 3 to 3 to 1 dihybrid ratio. |
| AaBb × aabb | 25%, 25%, 25%, 25% | A test cross with four equally likely phenotypes. |
| AABB × aabb | 100%, 0%, 0%, 0% | Every offspring is AaBb and shows both dominant traits. |
How to calculate a dihybrid cross
- Write each parent's genotype with the first gene pair followed by the second gene pair.
- Enter the first and second parent genotypes using matching allele letters.
- Select Calculate Cross to enumerate parental gametes and offspring combinations.
- Read the four phenotype percentages as long-run expected probabilities.
Dihybrid cross FAQ
What does AaBb mean?
It means the organism is heterozygous at two genes, carrying A and a at the first and B and b at the second. Under complete dominance, it shows both dominant phenotypes.
Why does AaBb by AaBb give a 9 to 3 to 3 to 1 ratio?
Each monohybrid trait has a three-to-one phenotype ratio. Independent assortment combines those probabilities to make nine, three, three, and one outcomes out of sixteen.
What is a dihybrid test cross?
A test cross pairs an individual carrying dominant alleles with an individual recessive at both genes. AaBb by aabb reveals the four gamete types from the heterozygous parent as equal phenotype classes under independent assortment.
Does the calculator model linked genes?
No, it assumes alleles at the two genes assort independently. Linked loci require recombination-frequency information and can produce parental combinations more often than recombinant ones.
Are these percentages guaranteed in sixteen offspring?
No, each birth or seed is a random event, so small samples often differ from the expected ratio. Observed proportions usually approach expectations as the sample becomes large.