In a Mendel's dihybrid experiment, a homozygous pea plant with round yellow seeds was crossed with a homozygous plant with wrinkled green seeds. F₁ intercross produced 560 F₂ progeny. The number of F₂ progeny having both dominant traits (round and yellow) is ________
In Mendel's dihybrid cross, the inheritance of two different traits is studied. The initial cross is between a homozygous plant with dominant traits (Round Yellow seeds, genotype $RRYY$) and a homozygous plant with recessive traits (wrinkled green seeds, genotype $rryy$).
All F₁ offspring are heterozygous ($RrYy$) and display the dominant phenotypes (Round and Yellow).
When F₁ plants ($RrYy$) self-cross ($RrYy$ x $RrYy$), the F₂ generation exhibits a specific phenotypic ratio based on independent assortment:
The total ratio is $9 + 3 + 3 + 1 = 16$.
The question states that the F₁ intercross produced 560 F₂ progeny. We need to find the number of progeny exhibiting both dominant traits (Round and Yellow).
The proportion of F₂ progeny with both dominant traits is 9 out of 16 ($\frac{9}{16}$).
The expected number of F₂ progeny with both dominant traits is calculated as:
$ \text{Number} = \left(\frac{9}{16}\right) \times \text{Total F₂ Progeny} $ $ \text{Number} = \left(\frac{9}{16}\right) \times 560 $ $ \text{Number} = 9 \times \left(\frac{560}{16}\right) $ $ \text{Number} = 9 \times 35 $ $ \text{Number} = 315 $Therefore, the number of F₂ progeny having both dominant traits (round and yellow) is 315.
The allele associated with albinism in humans is recessive ($c$). The probability that an albino male ($cc$) and a carrier female ($Cc$) will have an offspring with normal skin pigmentation is _________.
(Round off to one decimal place)