Page 79 - Genetics_From_Genes_to_Genomes_6th_FULL_Part1
P. 79

3.3 Extensions to Mendel for Multifactorial Inheritance   71


                       The effects of random events on penetrance          Figure 3.27  Continuous traits in humans. (a) Women
                       and expressivity                                    runners at the start of a 5th Avenue mile race in New York City
                                                                           demonstrate that height is a trait showing continuous variation.
                       Whether a carrier of the retinoblastoma mutation described   (b) The skin color of most F 1  offspring is usually between the
                       earlier develops the phenotype, and whether the cancer af-  parental extremes, while the F 2  generation exhibits a broader
                       fects one or both eyes, depend on additional genetic events   distribution of continuous variation.
                       that occur at random. To produce retinoblastoma, these   a: © Rudi Von Briel/PhotoEdit
                       events must alter the second allele of the gene in specific
                       body cells. Examples of random events that can trigger the
                       onset of the disease include cosmic rays (to which humans
                       are constantly exposed) that alter the genetic material in
                       retinal cells or mistakes made during cell division in the
                       retina. Chance events provide the second hit—a mutation
                       in the second copy of the retinoblastoma gene—necessary
                       to turn a normal retinal cell into a cancerous one. The phe-
                       notype of retinoblastoma thus results from a specific heri-
                       table mutation in a specific gene, but the incomplete
                       penetrance and variable expressivity of the disease depend
                       on random genetic events that affect the other allele in
                         certain cells. The relationship between genotype and
                         phenotype as it applies to cancer will be discussed fully   (a)
                       in Chapter 20.
                          By contributing to incomplete penetrance and variable   Northern European whites  African blacks
                       expressivity, modifier genes, the environment, and chance   P
                       give rise to phenotypic variation. The probability of pene-
                       trance and the level of expressivity cannot be derived from        Children of mixed marriages
                       the original Mendelian principles of segregation and inde-  F
                       pendent  assortment;  they  are  established  empirically  by   1
                       observation and counting.                                           Mating of F 1  individuals
                                                                            F 2
                       Mendelian Principles Can Also Explain                            Amount of dark pigment in skin
                       Continuous Variation                                 (b)
                       In Mendel’s experiments, height in pea plants was deter-
                       mined  by  two  segregating  alleles  of  one  gene  (in  the
                       wild, plant height is determined by many genes, but in   descent, for example, often seem to be a blend of their
                       Mendel’s inbred populations, the alleles of all but one of     parents’ skin colors. Progeny of these F 1  individuals pro-
                       these genes were invariant). The phenotypes that resulted   duce offspring displaying a wide range of skin pigmenta-
                       from these alternative alleles were clear-cut, either short   tion; a few may be as light as the original Northern
                       or tall, and pea plant height was therefore known as a   European parent, a few as dark as the original African
                       discontinuous trait (or discrete trait). In contrast, be-    parent, but most will fall in a range between the two
                       cause human populations are not inbred, height in people   (Fig.  3.27b). For such reasons, early human geneticists
                       is determined by alleles of many different genes whose   were slow to accept Mendelian analysis. Because they were
                       interaction with each other and the environment produces   working with outbred populations (populations in which
                       continuous phenotypic variation; height in humans is   individuals differ in alleles of many genes), these scientists
                       thus an example of a continuous trait (or quantitative   found very few examples of either-or Mendelian traits in
                       trait). Within human populations, individual heights   normal, healthy people.
                       vary over a range of values that when charted on a graph   By 1930, however, studies of corn and tobacco demon-
                       produce a bell curve (Fig. 3.27a). In fact, many human   strated conclusively that it is possible to provide a Mende-
                       traits, including height, weight, and skin color, show   lian explanation of continuous variation by simply
                       continuous variation, rather than the clear-cut alterna-  increasing the number of genes contributing to a pheno-
                       tives analyzed by Mendel.                           type. The more genes, the more phenotypic classes, and the
                          Continuous traits often appear to blend and un-  more classes, the more the variation appears continuous.
                       blend. Think for a moment of skin color. Children of mar-  As a hypothetical example, consider a series of genes
                       riages between people of African and Northern European   (A, B, C, . . .) all affecting the height of pole beans. For
   74   75   76   77   78   79   80   81   82   83   84