Punnett squares illustrate genetic crosses.

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Presentation transcript:

KEY CONCEPT The inheritance of traits follows the rules of probability.

Punnett squares illustrate genetic crosses. The Punnett square is a grid system for predicting all possible genotypes resulting from a cross. The axes represent the possible gametes of each parent. The grid boxes show the possible genotypes of the offspring. The Punnett square yields the ratio of possible genotypes and phenotypes.

A monohybrid cross involves one trait. Monohybrid crosses examine the inheritance of only one specific trait. homozygous dominant x homozygous recessive: gives all heterozygous, all dominant

Heterozygous x heterozygous: genotype-- 1:2:1, 1 homozygous dominant: 2 heterozygous: 1 homozygous recessive; 3:1, 3 dominant: 1 recessive

A testcross is a cross between an organism with an unknown genotype and an organism with a known recessive phenotype Heterozygous x homozygous recessive, Genotype: 1:1, 1 heterozygous : 1 homozygous recessive; Phenotype: 1:1, 1 dominant : 1 recessive

A dihybrid cross involves two traits. Mendel’s dihybrid crosses with heterozygous plants yielded a 9:3:3:1 phenotypic ratio. Dihybrid means he looked at two different traits in the same experiment. Plants were heterozygous for both traits. The cross is written as: YyRr x YyRr Take note of the four possible combinations of traits.

A dihybrid cross involves two traits. Mendel’s dihybrid crosses led to his second law, the law of independent assortment. The law of independent assortment states that allele pairs separate independently of each other during meiosis. Each of the four gametes have a different combination of alleles...because the chromosomes lined up randomly in metaphase I of meiosis.

Heredity patterns can be calculated with probability. Probability is the likelihood that something will happen. Probability predicts an average number of occurrences, not an exact number of occurrences. Probability = number of ways a specific event can occur number of total possible outcomes Probability applies to random events such as meiosis and fertilization.