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- | <typo fs:x-large>Chapter | + | <-chapter_10|Chapter |
- | In Chapter | + | <typo fs: |
- | The steps to analyzing | + | In [[chapter_10|Chapter 10]], we studied regulatory mechanisms in well-known //E. coli// operons |
- | 1. Isolate mutants that affect regulation. These could be either constitutive or uninducible. The most common regulatory mutations are recessive loss of function mutants in trans-acting factors. This is because there are usually many more ways to disrupt the function of a gene than there are ways to make a dominant mutation. Promoter, operator, | + | In a research environment, |
- | 2. Check to see whether the mutation is recessive and whether the wildtype allele is dominant in trans (trans-acting); | + | |
- | + | ||
- | Figure 11.1. Logic of analyzing regulatory | + | |
- | Although loss of function | + | |
- | + | ||
- | type of mutation phenotype dominant/ | + | - Isolate mutants that affect regulation. These could be either constitutive or uninducible. The most common regulatory mutations are recessive loss of function mutants in trans-acting factors. This is because there are usually many more ways to disrupt the function of a gene than there are ways to make a dominant mutation. Promoter, operator, and initiator sites are usually much shorter than genes encoding proteins and these sites present much smaller targets for mutation. |
- | repressor loss-of-function constitutive recessive trans-acting | + | - Check to see whether the mutation is recessive and whether the wildtype allele is dominant in trans (trans-acting); |
- | activator loss-of function uninducible recessive trans-acting | + | |
- | operator loss-of-function constitutive dominant* cis-acting | + | <figure Fig1> |
- | promoter (or initiator) loss-of-function uninducible recessive* cis-acting | + | {{ : |
- | repressor dominant negative or super activator constitutive dominant trans-acting | + | < |
- | super repressor or dominant negative activator uninducible dominant trans-acting | + | Logic of analyzing regulatory mutants. Although we are discussing //E. coli//, this logic can apply to any genetic study of gene regulation in any organism. This is further explored in yeast in [[chapter_13|Chap. 13]]. |
- | Table 11.1. Analysis of regulatory mutants. *note: operator/ | + | </ |
+ | </ | ||
+ | |||
+ | Although loss of function mutations in genes for repressors or activators are generally the most common | ||
+ | identify the amino acid sequence of the protein/ | ||
+ | |||
+ | <table Tab1> | ||
+ | <columns 100% *100%*> | ||
+ | ^ type of mutation | ||
+ | | | ||
+ | | | ||
+ | | | ||
+ | | | ||
+ | | | ||
+ | | | ||
+ | </ | ||
+ | < | ||
+ | Analysis of regulatory mutants. *note: operator/ | ||
+ | </ | ||
+ | </ | ||
===== Multiple genes in regulatory pathways ===== | ===== Multiple genes in regulatory pathways ===== | ||
- | So far, we have been considering simple regulatory systems with either a single repressor (Lac) or a single activator (Mal). Often genes are regulated by a more complicated set of regulatory steps, which together can be thought of as a regulatory pathway. Although there are good methods that can be used to determine the order of steps in a regulatory pathway (as will be discussed shortly), it is usually difficult at first to tell whether a given component identified by mutation is acting directly on the DNA of the regulated gene or whether it is acting at a step upstream in a regulatory pathway. For example, it will often be the case that a recessive trans-acting mutation that causes constitutive expression is not an actual repressor protein, but a protein acting upstream in a regulatory pathway in such a way that the net effect of this proteins is to cause repression of gene function. The best way to represent this situation is to call the gene product a negative regulator and to reserve the term " | + | So far, we have been considering simple regulatory systems with either a single repressor (Lac) or a single activator (Mal). Often genes are regulated by a more complicated set of regulatory steps, which together can be thought of as a regulatory pathway. Although there are good methods that can be used to determine the order of steps in a regulatory pathway (as will be discussed shortly), it is usually difficult at first to tell whether a given component identified by mutation is acting directly on the DNA of the regulated gene or whether it is acting at a step upstream in a regulatory pathway. |
- | + | For example, it will often be the case that a recessive trans-acting mutation that causes constitutive expression is not an actual repressor protein, but a protein acting upstream in a regulatory pathway in such a way that the net effect of this proteins is to cause repression of gene function. The best way to represent this situation is to call the gene product a negative regulator and to reserve the term " | |
- | Figure 11.2. "Activator or repressor" | + | |
+ | <figure Fig2> | ||
+ | {{ : | ||
+ | < | ||
+ | " | ||
+ | </ | ||
+ | </ | ||
An important note about interpreting such diagrams is that the arrow or blocking symbol do not necessarily imply direct physical interaction; | An important note about interpreting such diagrams is that the arrow or blocking symbol do not necessarily imply direct physical interaction; | ||
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- | Imagine that we are studying the regulation of an enzyme-coding gene and we find a recessive trans-acting mutation in gene A that gives uninducible enzyme expression. The simplest interpretation is that gene A is a positive activator of the enzyme (Fig. 11.3): | + | Imagine that we are studying the regulation of an enzyme-coding gene and we find a recessive trans-acting mutation in gene $A$ that gives uninducible enzyme expression. The simplest interpretation is that gene $A$ is a positive activator of the enzyme (Fig. {{ref> |
+ | <figure Fig3> | ||
+ | {{ : | ||
+ | < | ||
+ | Model 1 for our "gene $A$" mutant. | ||
+ | </ | ||
+ | </ | ||
- | Figure 11.3. Model 1 for our "gene A" mutant. | + | Next, say that we find a recessive trans-acting mutation in gene $B$ that gives constitutive enzyme expression. The following model takes into account the behavior of mutations in both $A$ and $B$ (Fig. {{ref> |
- | Next, say that we find a recessive trans-acting mutation in gene B that gives constitutive enzyme expression. The following model takes into account the behavior of mutations in both A and B (Fig. 11.4): | + | |
+ | <figure Fig4> | ||
+ | {{ : | ||
+ | < | ||
+ | Model 2 for our "gene $A$" mutant. | ||
+ | </ | ||
+ | </ | ||
+ | |||
+ | The idea is that the gene for the enzyme is negatively regulated by gene $B$, which in turn is negatively regulated by gene $A$. The net outcome is still a positive effect of gene $A$ on enzyme expression. To distinguish between the two models, we will need more mutants to analyze. However, we can also revise Model 1 to fit the new data (Fig. {{ref> | ||
+ | |||
+ | <figure Fig5> | ||
+ | {{ : | ||
+ | < | ||
+ | Model 1, revised; compare to original model in Fig. {{rev> | ||
+ | </ | ||
+ | </ | ||
+ | |||
+ | The best way to distinguish between the two possible models is to test the phenotype of a double mutant. In revised Model 1 (Fig. {{ref> | ||
+ | |||
+ | <WRAP center round important 60%> | ||
+ | If mutants $A^-$ and $B^-$ have different mutant phenotypes, and an $A^-; B^$ double mutant exhibits the mutant phenotype of $A^-$, then we say that $A$ is epistatic to $B$. We interpret this to say that $A$ functions after $B$. | ||
+ | </ | ||
- | Figure 11.4. Model 2 for our "gene A" mutant. | ||
- | The idea is that the gene for the enzyme is negatively regulated by gene B, which in turn is negatively regulated by gene A. The net outcome is still a positive effect of gene A on enzyme expression. To distinguish between the two models, we will need more mutants to analyze. However, we can also revise Model 1 to fit the new data (Fig. 11.5). | ||
- | |||
- | Figure 11.5. Model 1, revised; compare to original model in Fig. 11.3. This revised model is consistent with our new information on gene B. Note that both Figs. 11.4 and 11.5 are consistent with the data. | ||
- | The best way to distinguish between the two possible models is to test the phenotype of a double mutant. In revised Model 1 (Fig. 11.5), the A– B– double mutant is predicted to be uninducible and in Model 2 (Fig. 11.4) it is predicted to be constitutive. This experiment represents a powerful form of genetic analysis known as an epistasis test. In the example above, if the double mutant were constitutive, | ||
- | Discussion Box: As a general principle, making | + | To perform an epistasis test, it is necessary that the different mutations under examination produce opposite (or at least different) phenotypic consequences. It doesn' |
- | Epistasis tests are of very general utility. If the requirement that two mutations have opposite phenotypes is met, almost any type of hierarchical relationship between elements in a regulatory pathway can be worked out. For example, the lacOc mutation is in a regulatory site, not a coding sequence, but it is still possible to perform an epistasis between lacOc and lacIs since these mutations satisfy the basic requirement for an epistasis test. One mutation is uninducible while the other is constitutive for Lac gene expression. When the actual double mutant, lacOc lacIs, is evaluated it is constitutive. This makes sense given what we know about the Lac operon, since a defective operator site that prevents repressor binding should allow constitutive expression regardless of the form of the repressor protein. Formally, this result shows that a mutation in lacO is epistatic to a mutation in lacI. Even if we did not know the details of Lac operon regulation beforehand, this epistasis test would allow us to deduce that the operator functions at a later step than the repressor. | ||
- | Exercise 11.1: Revisit Figure 2.3. Is it possible to analyze yeast his mutants using epistasis? Why or why not? What question would you be answering with epistasis? What additional information might you need to know first? You may want to look up some classic genetic experiments by Beadle and Tatum using the bread mold Neurospora | + | Epistasis tests are of very general utility. If the requirement that two mutations have opposite phenotypes is met, almost any type of hierarchical relationship between elements in a regulatory pathway can be worked out. For example, the $lacO^c$ mutation is in a regulatory site, not a coding sequence, but it is still possible to perform an epistasis |
===== Stable regulatory circuits ===== | ===== Stable regulatory circuits ===== | ||
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The best understood case of a stable switch is the lysis vs. lysogeny decision made by bacteriophage λ. When λ infects cells there are two different developmental fates of the phage. | The best understood case of a stable switch is the lysis vs. lysogeny decision made by bacteriophage λ. When λ infects cells there are two different developmental fates of the phage. | ||
- | 1. In the lytic program the phage replicates DNA, make heads, tails, packages DNA, and lyses host cells. | + | - In the lytic program the phage replicates DNA, make heads, tails, packages DNA, and lyses host cells. |
- | 2. In the lysogenic program the phage integrates into the host DNA and shuts down phage genes. The resulting quiescent phage integrated into the genome is known as a lysogen. | + | |
- | The decision between these two options must be made in a committed way so the proper functions act in concert. The switch in the case of phage λ hinges on the activity of two repressor genes cI and cro. The cI and cro genes have mutually antagonistic regulatory interactions (Fig. 11.6): | + | The decision between these two options must be made in a committed way so the proper functions act in concert. The switch in the case of phage λ hinges on the activity of two repressor genes $cI$ and $cro$. The $cI$ and $cro$ genes have mutually antagonistic regulatory interactions (Fig. {{ref> |
- | + | ||
- | Figure 11.6. Bistable gene circuit in bacteriophage . | + | |
- | After an initial unstable period immediately after infection, either cro expression or cI expression will dominate. | + | |
- | • Mode 1: High cro expression blocks cI expression. In this state, all of the genes for lytic growth are made and the phage enters the lytic program. | + | <figure Fig6> |
- | • Mode 2: High cI expression blocks cro expression. In this state, none of the genes except for cI are expressed. This produces a stable lysogen. | + | {{ :lambda.png?400 |}} |
+ | < | ||
+ | Bistable gene circuit in bacteriophage λ. | ||
+ | </ | ||
+ | </ | ||
- | In gene regulation, as in good circuit design, stability is achieved by feedback. The result is a bi-stable switch that is similar to a “flip-flop”, | + | After an initial unstable period immediately after infection, either $cro$ expression or $cI$ expression will dominate. |
+ | |||
+ | * Mode 1: High $cro$ expression blocks $cI$ expression. In this state, all of the genes for lytic growth are made and the phage enters the lytic program. | ||
+ | * Mode 2: High $cI$ expression blocks $cro$ expression. In this state, none of the genes except for $cI$ are expressed. This produces a stable lysogen. | ||
+ | |||
+ | In gene regulation, as in good circuit design, stability is achieved by feedback. The result is a bi-stable switch that is similar to a “flip-flop”, | ||
===== Questions and exercises ===== | ===== Questions and exercises ===== | ||
+ | |||
+ | Exercise 1 (challenge question): Revisit [[chapter_02|Chapter 02]] Figure 3. Is it possible to analyze yeast $his$ mutants using epistasis? Why or why not? What question would you be answering with epistasis? What additional information might you need to know first? You may want to look up some classic genetic experiments by [[wp> | ||
chapter_11.1724611064.txt.gz · Last modified: 2024/08/25 11:37 by mike