LC

Dihybrid Crosses and Gametes

Monohybrid and Dihybrid Crosses

  • Monohybrid Cross:

    • Focuses on one trait.
    • Example: Crossing Aa with Aa (only one gene).
  • Dihybrid Cross:

    • Involves two traits.
    • Both traits are hybrid or heterozygous.
    • Example: Crossing AABB with aabb.

Gamete Formation

  • Gametes Production:

    • Each parent can produce gametes containing one allele from each gene.
    • For dihybrid crosses, calculate possible combinations of alleles.
  • Example with Pea Plants:

    • Traits: Yellow (dominant, represented as Y) vs Green (recessive, y).
    • Traits: Round (dominant, R) vs Wrinkled (recessive, r).

Possible Gametes for Dihybrid Cross

  • For a plant with genotype YyRr, possible gametes:

    • YR, Yr, yR, yr
  • Total gametes produced by each parent results in a four by four Punnett square, leading to 16 possible combinations.

Punnett Square and Ratios

  • Punnett Square Setup:

    • Both parents produce 4 gametes leading to a 4 x 4 grid.
  • Phenotypic Ratio in Dihybrid Crosses:

    • Result typically yields a 9:3:3:1 ratio when both traits are examined.
    • Example ratio breakdown:
    • 9 plants with both dominant traits (Round and Yellow)
    • 3 plants with Round, Green
    • 3 plants with Wrinkled, Yellow
    • 1 plant with both recessive traits (Wrinkled and Green)

Important Notes on Crosses

  • When not heterozygous, determine possible gametes before constructing the Punnett square.

    • Example: one parent with genotype RRYY only produces one type of gamete: RY.
  • When to Simplify:

    • Halving the size of a Punnett square is often more efficient than creating an unnecessary full grid.

Probability Rules in Genetics

  • Alternatively, use probability rules for calculating expected outcomes instead of Punnett squares:

    • Multiplication Rule: Used for determining the probability of both events occurring.
    • Addition Rule: Used for determining the probability of either event occurring.
  • This approach can be more straightforward for those less inclined towards using Punnett squares.