Chapter 5. Chapter 5: Mapping Bacterial Genes Using Interrupted Mating and Bacterial Conjugation

Introduction

Unpacking the Problem
true
true
You must read each slide, and complete any questions on the slide, in sequence.

A cross is made between two E. coli strains: Hfr arg+ bio+ leu+ × F- arg- bio- leu-. Interrupted mating studies show that arg+ enters the recipient last, and so any arg+ recombinants are selected on a medium containing biotin and leucine only. These recombinants are tested for the presence of bio+ and leu+. The following numbers of individuals are found for each genotype:
arg+ bio+ leu+ 320
arg+ bio+ leu- 8
arg+ bio- leu+ 0
arg+ bio- leu- 48

Unpack the Problem: Break this problem into several parts and arrive at a solution using this guided, step-by-step approach.

  • Part A (step 1): Understand what an Hfr strain is and how it functions during conjugation.
  • Part B (steps 2-7): What is the gene order?
  • Part C (step 8): What are the map distances in recombination percentages?

Question

jfNt61vYvd9Phr3Rcz2d3jHA+IFTjGfuXDjRobtD/CLAPJ95XJnRyYq+RW2MCM6RsWd46QszUm2AWS7usHriMa3MppEgug15hRnt1saoajeVFksfG6qGjWbrWdBqFLeehyAN5iA4/JVIsuXdySTXSp1nBBdm37ByT1RvCnsSPPHqluUhdrSDx15pVfJp6iHe3P0zcD/tBnS4eFYETESV9w1yjLSVQj6I9PNH6vMME0G55RXRzo+BG4oWW5Mj8akDGLKw9DoFK8NTjDUTFkz7RuIk2z63pTd1QDFq2DAWECXy7m7wjDe6KiwlSq7pL2kGhAeCTLWSDjTj4IgmccgJBYH1ha1CIrM2aOrEiG525po0QWE4bTfJoV2qE6PFIn85KFDi0wVNB2PPBKjXssuCXRuRQ7fu9whS7EtXVXHvEZS+vHJLohJacf3Yjsj2lW6IJE2JMzXf10xS9AyOWuYD8cmWh/5wYyEw7xLqZISsEH72eRQ6KDcJ2GA8693oKa6WstrLHHKyDAEYgP4x8l0yga7UBdRgww4uRIJ1iK7MKNsm0+wTjBDCTGdoB5pFeQnLzQFT9P8w6S1u84HpCiB3A3J08KsJKv8jqEvqAOg0LP9JbOXleGE7aH5R7D98pGOlEXQK9M2IlYh4iqS2iTQiXRrm+uM0jOh2mVaIinDRGlN86PfdlpusTR8PmuKMXIrpbMguN0wrkh/ToNgP9GPcrVvHWUO2UC1vN0Cl3pmPHpPHMnJiU1tc8WmfYexT4PZbRXce0VAbKYr5z+yuRY32SBAeB0tSJszciTkyQ9tQgKjYliaDYI3y4le1Fs8pQpJmDxpn58pM7CVTx4SGCd9DbPEmmScGFSl+peXrqSe92Fl+RW2uJ4C+jrIkF1i6w/vu2KuVboo+jtF4FGzArEa2XJV85RTopdGqZfV76tZdj6rhUUl89B06riQ0t4OcJFY4vNd9z6AkNtD0Z65yodJn+7W40Cg5OztfBO/gezI42hNFVqa97s5BIrNRE7BYD1/1aP5aBD9Bvtrl24VA5i+W02alsuKr3cmiEcpruPb+XRMmbqhOrlxr2I/gc8AlO53HBdJ6b9/qezx9nscDFFOxx/Hi0evtdvRpEGv+TH/IRtPIogGgTX5nmjUgpowOJGZLxR2DQHXjA+4iWozbtVPSQMO7a0JdGNezW1ud2kybrlV+iBxQu7QBH3zQx3tKzyS08V6boXs7ldJtRt3mFBJfISXHJtMaoCG+kQUk+vkDLbisctVrGJ5nlC9hRJJ+iFPKNnbJLgQ1ITw7wlY3pM3JVoGeW9sD3+VIGj2ItCbufSatriMBSgrAfKjnhVVNJVdaJHVqfkR5b2eqiJxm+N0dEuIfrUAd7749Us9pIOrZzM5QcSuDb1qGc/apZEXkRWXeEha98vU+CZm/ve1vYLuJF2p8NLjjeMdoGW0Cl2s6mBNr/fGYOpHlWtU/uevwVR0VDw6qj5D42qpV7PfUnz4EmC+95jZMEoOCTtctyvj2z0kOEaWHvISe4U1YVJ2/oh7k3AsuMtnqsmGv96iTCqRE7vLezwJV28pPTDFVZc+KthC0DYcaMWMCuD9MaFFrBzlpTmoLHWidEUx06dZJlqvpCmXisf6tUKv3PyL40EbuZvwuVQsNFm95rgmm/pDZcAFGoMju2r5S5dqtzd1vZztX65F5cHW6W+F4peokrv4Hjvna4VgrUxSHfNO+zBfi9fIlR95rLajX0Le9zdyxXTACZOumgEy2q0CftiP212G2p51aJ0wg8M8aGtvks67QJYc4tUSduacnIGXN4eiAHcKdPkvEHT+o6Tb/zgW2oGS/trJheZGaMJa12YpJE0ukzORFxAu/cqI4Y59YOLgJUD5CeELfD1+IfeZ5yigipj6UH9p5dEzVbpOJw5sz9RP1kbX8nhtkaLgJmlb2+SjFC2lPWjX0cjNie8QfTsaAOEpWLLwagh7A22mdNq3ynw0mvbSP9PrcHLKaLnHCJwF4noFUji0Y7bHWKtc6ZvjcoDhlOrh6uRXYTYqryon3OhnqGAJHM8xuUjvrHc7nxuvEN64Gk0yGHP+Dp/HaRhsnL6vdMmAE6UCffVqQxsxofDF88KAGhnxBWI6RsQ0zaJwOsF720Bun/zvmCiQao+jUVvkz+MvzK4OgrpjaUX29CIs6wzOLYQfYZ3Mrsr83Ts31nRbjgqm7dBsR2dlJyOSJJIFXPbYvctNvBz1YaIpPM16OP6OwwqF+6ki/7+bDtBfoXpmv9tBhV6tDxKj3FDF7X9+BJLmt5sqX7taX+ylA0l7ypsgk6jpbC8BIUbQxrRZNfJ2IX//5u5yeXrSJvIA02Nt+EkgpRmHzXq3kS7wBhPJbHiOlGd88H7OLzXx0YN1CBE8zBS0X5vjN3h4QvNXHpF4G3ghCuE711zBV11pXQWWH0op8X1IH3aF+73ZXpIHxUcrsK3cIcgBFxy1rC8GwBWoJSHVJ8ZbaAU081Ff6eHoly6SH1uhJplIsLOi67XOWiW/MaDrTczOV+BACZxXwg0r0PwFuXPkjalswI+lpY+MSEg+IYqnaG+BAReplqMg9P8p/nWh5v9FgAbj+EGlqP08NiqNVty6l+vgyoqVIKEW8fI9/p5pjrJpcDapp6zE+x6eoSDRLmyi9/TLUjQtDx00y3txO1bKY41CqXbtuINsWBJEAfiCufzgT6g/loXD2dbjSJrNaEv/x+RCla7GK3k4B4kZh4zrf3GofRBnPCqckJN83mn0kS72QwDKY++wlvN94zEDRHjx2H9SyMBYBmT1UGqm5MQhZkPqs+/CYVzcgKnqXDnZEMY+AanH9ywiPR28+udVwfDp3nVi4uYhzeL2T05brdN+k8HCHhQXptgx6itoYHSrLiGCu5j+36PzfS7lE6Q4BICs7TU54qT6ySx04pN9/bb+2s02Ri9FF+6ap9Ho8T64MXrsZcmOSoGW+MpfeGuyg6EV+kofHVtOjh0DsOspNm5AgZNymaHpz3tWsoUrO9Xvs5i0Ht6bJooamAQckjLmqwQ1PweJDdzezQjixONVY+nnF2sNpjcHfbOqgl4srNtl50eWp5SV+wr+3SCU+se+8mQNC10KwXQ6ZrlrSVpIwp84PbWO81icmvCkDxqXVoiCijzV//SXCedFLqF8H9PGcj83R3eK+CTdy2YWZJPbocVdATwJ8n8Tty8+8Lkmv8Az/4MuRa1Evv/IrTbZTTvLZMLWjp9x3ueZon2WCu22k3XcHVVVJMlI0rhzi1pKNOG/PeIDg2rQAEVTywx/XbNWnOn9er5274Lg1wqvuKSUyz1UMsdoR2Re7gwv6NqfUlcZMJQjBN7Ephw+qhG7VxaqU+11p4o9kdrDmh8PCBWsa3XvLN2yWHU9XcLS0w4XOx947XuHm3pqgjZNFdcTk0TP/no+U7/fLN0p1VuBsX3ppd9PPT+a6qVKFEiqaCl/7wmeJj7ze48/72VrAsRRQYtXXDDU3wNlv/90ZVc3jWAwHTnokiQrE/sN6m7EJuZonLvO3MfBguL7HYQfXiuQlkCfbWQDO9gNnZ93FbJOzWoazXb5aLZKdURGDQo+CwF9qP9E+4Qz3fRmHfnCgGiUk7iJUGIA3wPegtggNvmXdZLsEPYvLBeZ39seBDeKSgNkt62cIdtHFGzdaRVFewvE0UxrM1N7Yr3O3/jRnMex55HdKyn+NPrcvcj66McN+yhFHlRkhHYmFY+3Bxy0htB/Ob2I28+ZQhzApV7yrHc+LtYVVegSP3IOvXd8sQPVqwSFoYoZigyfTyhJVxSFFSOG6ACKiofYdFuXcLtZRu/fEx7z+1fdW1w1ds+Z3Jqkipeauhrp9o/4RplSF5tzZa8oaK5J5VleB5tmCttrnKXeM5RZTq1WjG6a4oC9Ef5gcPHu5zebcCMZ9guOoiJE2naRkJb9pixPLOCPl4h0yikkiUXzg+ikd2m3lhrTrt7tWtBoQ4cRyYGpd5518saxAs895rj5ERWS5wbv34ppPbF1yv15M2x3SetVHgsOrFs1rOhSzHz4s0DoXE4JXJQF6cOAGZVEn3m5myyaOgmc93eTMSS2r6Nd0+JzLE+shuQwFxRfbfxMVIDaGIeGFpYZ7ITCl1izrcppwleiD/j08ID2zc3Nn6LmT7okdtnf8gvFMBM4NX1MwoljuppUgIPcFJ2yDyDlFUOXCLMl4NnTaA7OKWL81lKBmFVbc+UM7LLrLSiFxiCHi0PRXYPDxKG1x0oEMi6+5deObME1eqBnb1lVT5WLTmBeNQD2/xAkfVICWciSYFnTaeC1wVSR/WpSa4Un4u++XJKza5dx9YoXPc4JulvxJdHVjvhX6DAtSjWSVeDyO+8sHFFXFjvcy31cNHBHSBV4X/t4ryexeef0RDGxgZoTobwkQlopnEP3IE02Spe0NTOLLoALeF2IyLzFsr/N9P2ohhq8i7A997sN1N4GFtmKOUfS4BlMoSVeq9m8aPtnM0nTFU7KdeC70Ckk8eC8GFzQ2fib+j1Cic3foie8QdwzljB7OOoCy0o3nMwEqCc9y9zfvY+jaNEchleCmjAeV5fK0P++S9jZlzv9kAfDOGjBfZnyCeH7PzGvTvkmQAIopxnuOShJKD8NP8l28J6BJqi9cApEDZNVDvLYMq52V9Lk+aZNTj3FclXvar5WE7AtTzzELjaV9XgMvYyawQECq98VXfkXM49a/zhNiXElLM0ubG8s9uGoBqxyDeViF9gVgDogyO8FiFz5SNJuTZP3u/3o895NBe40fhUn9hXVqLspvzGJGy6bzBoLjMz/+0ExL+ZlWVHs7wJ5rRremtoMxIviL+4My/RG+4azlARShChrSeJcB672nItjQBLNhp8FcPAybrS1eEoUDkZJ+im5PSD2uQt2jYbfUH9yJ8FNVRy25mWpW91BqEDYv6y7ieHrjhTNfy+v2dEE+oQfRuEEUk3S/p5WkRmV2EgRB4yzmgT8llxXmjNM78Lx0mX207rs0kR74O54RitZLryvjRRKlCweiMZQuuk839L7VJVZHpJ2RKxGUM6Om8qnSQhnf7xidzwp7aIutQrYWtQjYAk4SOaCPkg1bUBArJ/aqKTAbvfYu7rGdjEuTDRNXy7m1AaAvLUB8iZ8yYZAMTxyiG9uzY3ogxwA4odjZ1eyBewqU6mTg5p/jm8R/hfBZvm1RLcpb6A2tEa+zBbN8OLLHLfex0saQGhsDCJgyW2oyoTvx3eXZgcmi74w7NEoxbjYQ9Rh4Q5FHDBWWjikcjHvibPTaGyWBAhwJvoGgO6t8V+33QAbaIT+BNxIlIqWnyReopYr68rkGWET9BdxY6e+USzZjpU7kPYNfOeHsmTXvbkJ4vkWsnuUm0jP0SbINmxAEKX8Z4l+C3yJryHNCtx4NetptNNQ0azhGeGE0I+nz1vCFG1ceoTNs3NtSsDkMszoZxGl2dNWOmj5hDPTfhHkn9bTaIszJoDwqwQvV7WcTYEGSfMeKc2SCY6AaXLSDIKT6toPCk9Fbbx+y9FEkaEmMs1+7z5c2d4HU7vWkcBSVX3Gxp3uWY2rlyy1qnWBjhixeeMKUM3f7PqXAk08mfN7XQIc0M0w7tfeqTUibeR4UYp6hA8blM6J4Hs9ur6TXzdfP8IrBr7lPOePmfln1OTQMTdMuCn2m/EQUzgi0CDMx0Z0yzDCYBoZ2ZlRjH9LsaWvmj05roX+n91FvYRstxt2fwo1/T37feefj2TAYY7S1nPYZWZe8wAxY1ZGpgUaOBuUBYsS+lgBdo2FbTJ0Q2zA86lpVbMVKQNBs/wb2LPxGSxeApsY4M2U9FM/7QgabUAseTlCX9YcqQ8px7yg5uYHZFOJnBxef25/K3xbWfrJGnSawGZEEOoSqge+RRATEilbeXNJUd/41Os+zfBlXJvTuWiSfKpc1iTm6R8Z7WOciW3Z5BgH95AgTVO8li3FbYUA1NVuafydTkyK0EPoxHbFdyATIUdTWDDrgc6mIZGqYBo1id35lgP4RhcVdC1sz6Ps+Yu8LVSzdPG2GYmBXmAfNAGf5munz+UhGNnmqWP6k+fDe1kFl9sv5po3NIhjckR6NzxnhPui82sxLBHMCOOC5zXAafoChP0UPmJljWqK3BlpG4YXI5cJe/MlRH0axhhE7fMxjGlmDIo6zm7y5OKi9047VqWk5/YM14uc2m0iydAYPVu2jYvnQIq690+1ne74JlmKPUziJqwctwqJ6fYez775R0V72bNMIi9k7MP2YYiVArm4tjpXEanANtNATtjT7mUktHLN82PQwL00S6mvHnd1Hipb09AoujBkaho3GI4Jwpy/KsErLcNqmyjmNUm55pZ82Mh0YhXB/SrYYg76dFf9RIGzU/7XSW+vkmYzTyoyIYBmAq/BntfwdMBQh6Dim2KC+Poi6BSIBcz+O8SkUwZdqJqPuM+xD+ldpj4O2ILmxtQXVEJ6XZfLctV207xCoOVb2uEk4w6NKD6kWmbYNI7wFdNx7QTELXZkl96SBt4jc4VUAFYfa1Oks/izijnjgQT6zjG8pZju/kMH1c3Q0BCEWZbawP+SH+8bP9s7Mz64+jXVQhtY/RVMzOVAegsHTISploeq2hsuZ6uWxqoBH9VeRsRbZMrYyUGYRTPJa2gvulyNrBINRi9qprCiFRQhacjzZSAvjV7kvypr7u3LCibg/H7//YE48YB6TPA/gMpLa7TlYCPHjbhlb9DJEZhdborp/vZ2sutyVeQrfNrX8jr3f92SFCX3jxrBZFGWKt0WTh6P+mKgqLQGTKY27FijsizmPxMJKfZaB/TN3QoCkLIMKN2KS/LVunDMCiMGM9g0Q9yIlkUM1G6PniWyfLD6B6ZebseWWPkwLctqZQ8GoAgOjFyf9drIn535iIRe7ZdZ6wFjbKzBwhAh6RjqVwMDDsvzS6k4UMQpl9aeeKrtrR/0AD0bn5XMmINwghuufcgw3UCOsw7kCrr3/QlABNuuc3kYbtIG0FjJYQBQehy3KBraTOCE3CGd3VfqwCym34742U8uMbfiL

A cross is made between two E. coli strains: Hfr arg+ bio+ leu+ × F- arg- bio- leu-. Interrupted mating studies show that arg+ enters the recipient last, and so any arg+ recombinants are selected on a medium containing biotin and leucine only. These recombinants are tested for the presence of bio+ and leu+. The following numbers of individuals are found for each genotype:
arg+ bio+ leu+ 320
arg+ bio+ leu- 8
arg+ bio- leu+ 0
arg+ bio- leu- 48

Unpack the Problem: Break this problem into several parts and arrive at a solution using this guided, step-by-step approach.

  • Part A (step 1): Understand what an Hfr strain is and how it functions during conjugation.
  • Part B (steps 2-7): What is the gene order?
  • Part C (step 8): What are the map distances in recombination percentages?

Question

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

A cross is made between two E. coli strains: Hfr arg+ bio+ leu+ × F- arg- bio- leu-. Interrupted mating studies show that arg+ enters the recipient last, and so any arg+ recombinants are selected on a medium containing biotin and leucine only. These recombinants are tested for the presence of bio+ and leu+. The following numbers of individuals are found for each genotype:
arg+ bio+ leu+ 320
arg+ bio+ leu- 8
arg+ bio- leu+ 0
arg+ bio- leu- 48

Unpack the Problem: Break this problem into several parts and arrive at a solution using this guided, step-by-step approach.

  • Part A (step 1): Understand what an Hfr strain is and how it functions during conjugation.
  • Part B (steps 2-7): What is the gene order?
  • Part C (step 8): What are the map distances in recombination percentages?

Question

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

A cross is made between two E. coli strains: Hfr arg+ bio+ leu+ × F- arg- bio- leu-. Interrupted mating studies show that arg+ enters the recipient last, and so any arg+ recombinants are selected on a medium containing biotin and leucine only. These recombinants are tested for the presence of bio+ and leu+. The following numbers of individuals are found for each genotype:
arg+ bio+ leu+ 320
arg+ bio+ leu- 8
arg+ bio- leu+ 0
arg+ bio- leu- 48

Unpack the Problem: Break this problem into several parts and arrive at a solution using this guided, step-by-step approach.

  • Part A (step 1): Understand what an Hfr strain is and how it functions during conjugation.
  • Part B (steps 2-7): What is the gene order?
  • Part C (step 8): What are the map distances in recombination percentages?

Question 5.1

Knowing that arg+ is transferred terminally during Hfr conjugation, which of the following representations could depict transfer from the Hfr donor? More than one selection may be correct. Choose all of the answers that could depict transfer.

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

A cross is made between two E. coli strains: Hfr arg+ bio+ leu+ × F- arg- bio- leu-. Interrupted mating studies show that arg+ enters the recipient last, and so any arg+ recombinants are selected on a medium containing biotin and leucine only. These recombinants are tested for the presence of bio+ and leu+. The following numbers of individuals are found for each genotype:
arg+ bio+ leu+ 320
arg+ bio+ leu- 8
arg+ bio- leu+ 0
arg+ bio- leu- 48

Unpack the Problem: Break this problem into several parts and arrive at a solution using this guided, step-by-step approach.

  • Part A (step 1): Understand what an Hfr strain is and how it functions during conjugation.
  • Part B (steps 2-7): What is the gene order?
  • Part C (step 8): What are the map distances in recombination percentages?

Question

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

A cross is made between two E. coli strains: Hfr arg+ bio+ leu+ × F- arg- bio- leu-. Interrupted mating studies show that arg+ enters the recipient last, and so any arg+ recombinants are selected on a medium containing biotin and leucine only. These recombinants are tested for the presence of bio+ and leu+. The following numbers of individuals are found for each genotype:
arg+ bio+ leu+ 320
arg+ bio+ leu- 8
arg+ bio- leu+ 0
arg+ bio- leu- 48

Unpack the Problem: Break this problem into several parts and arrive at a solution using this guided, step-by-step approach.

  • Part A (step 1): Understand what an Hfr strain is and how it functions during conjugation.
  • Part B (steps 2-7): What is the gene order?
  • Part C (step 8): What are the map distances in recombination percentages?

Question

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

A cross is made between two E. coli strains: Hfr arg+ bio+ leu+ × F- arg- bio- leu-. Interrupted mating studies show that arg+ enters the recipient last, and so any arg+ recombinants are selected on a medium containing biotin and leucine only. These recombinants are tested for the presence of bio+ and leu+. The following numbers of individuals are found for each genotype:
arg+ bio+ leu+ 320
arg+ bio+ leu- 8
arg+ bio- leu+ 0
arg+ bio- leu- 48

Unpack the Problem: Break this problem into several parts and arrive at a solution using this guided, step-by-step approach.

  • Part A (step 1): Understand what an Hfr strain is and how it functions during conjugation.
  • Part B (steps 2-7): What is the gene order?
  • Part C (step 8): What are the map distances in recombination percentages?

Question

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

A cross is made between two E. coli strains: Hfr arg+ bio+ leu+ × F- arg- bio- leu-. Interrupted mating studies show that arg+ enters the recipient last, and so any arg+ recombinants are selected on a medium containing biotin and leucine only. These recombinants are tested for the presence of bio+ and leu+. The following numbers of individuals are found for each genotype:
arg+ bio+ leu+ 320
arg+ bio+ leu- 8
arg+ bio- leu+ 0
arg+ bio- leu- 48

Unpack the Problem: Break this problem into several parts and arrive at a solution using this guided, step-by-step approach.

  • Part A (step 1): Understand what an Hfr strain is and how it functions during conjugation.
  • Part B (steps 2-7): What is the gene order?
  • Part C (step 8): What are the map distances in recombination percentages?

Question

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

General Hints

The map of the three genes is:

A variety of different double crossover exconjugants can form by different combinations of crossing-over in different regions. The probability of crossing over increases as the distance between selectable markers increases. The distance between selectable markers is determined by calculating the percent recombinants relative to total exconjugants scored. The total number of exconjugants is 320+8+0+48=376. We can determine the recombination units between selected markers using the genotype data provided. Assume a crossover to the left (distal to arg+) of the arg+ marker is constant, and the second crossover can occur in any other region between arg+ and the origin of transfer (arrow of Hfr donor DNA). A crossover between arg+ and bio+ will generate arg+bio-leu- exconjugants. The number of these from the data is: 48/376 = 12.8% or 12.8 recombination units. If the second crossover occurs between bio+ and leu+, then arg+bio+leu- exconjugants are formed (8/376= 2.1% or 2.1 r.u.). If the second crossover occurs between leu+ and the origin of transfer on the Hfr (the arrow in the diagram above), then arg+bio+leu+ exconjugants are formed (320/376 = 85.1% or 85.1 recombination units). This demonstrates that most of the crossovers actually took place proximal to the first selected marker (leu+).