Class 12th Biology CBSE Solution
Exercises- Can you list 10 recombinant proteins which are used in medical practice? Find out where…
- Make a chart (with diagrammatic representation) showing a restriction enzyme, the…
- From what you have learnt, can you tell whether enzymes are bigger or DNA is bigger in…
- What would be the molar concentration of human DNA in a human cell? Consult your teacher.…
- Do eukaryotic cells have restriction endonucleases? Justify your answer.…
- Besides better aeration and mixing properties, what other advantages do stirred tank…
- Collect 5 examples of palindromic DNA sequences by consulting your teacher. Better try to…
- Can you recall meiosis and indicate at what stage a recombinant DNA is made?…
- Can you think and answer how a reporter enzyme can be used to monitor transformation of…
- Origin of replication Describe briefly the following:
- Bioreactors Describe briefly the following:
- Downstream processing Describe briefly the following:
- PCR Explain briefly
- Restriction enzymes and DNA Explain briefly
- Chitinase Explain briefly
- Plasmid DNA and Chromosomal DNA Discuss with your teacher and find out how to distinguish…
- RNA and DNA Discuss with your teacher and find out how to distinguish between…
- Exonuclease and Endonuclease Discuss with your teacher and find out how to distinguish…
- Can you list 10 recombinant proteins which are used in medical practice? Find out where…
- Make a chart (with diagrammatic representation) showing a restriction enzyme, the…
- From what you have learnt, can you tell whether enzymes are bigger or DNA is bigger in…
- What would be the molar concentration of human DNA in a human cell? Consult your teacher.…
- Do eukaryotic cells have restriction endonucleases? Justify your answer.…
- Besides better aeration and mixing properties, what other advantages do stirred tank…
- Collect 5 examples of palindromic DNA sequences by consulting your teacher. Better try to…
- Can you recall meiosis and indicate at what stage a recombinant DNA is made?…
- Can you think and answer how a reporter enzyme can be used to monitor transformation of…
- Origin of replication Describe briefly the following:
- Bioreactors Describe briefly the following:
- Downstream processing Describe briefly the following:
- PCR Explain briefly
- Restriction enzymes and DNA Explain briefly
- Chitinase Explain briefly
- Plasmid DNA and Chromosomal DNA Discuss with your teacher and find out how to distinguish…
- RNA and DNA Discuss with your teacher and find out how to distinguish between…
- Exonuclease and Endonuclease Discuss with your teacher and find out how to distinguish…
Exercises
Question 1.Can you list 10 recombinant proteins which are used in medical practice? Find out where they are used as therapeutics (use the internet).
Answer:The ten recombinant proteins which are used in medical practice are as follows:
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)
Note: Monoclonal antibodies are recombinant antibodies produced by myeloma B – cells and have unique specificity for antigens used to treat diseases caused by specific antigens by stimulating host immune system against the attack.
Question 2.Make a chart (with diagrammatic representation) showing a restriction enzyme, the substrate DNA on which it acts, the site at which it cuts DNA and the product it produces.
Answer:The action of restriction enzyme in the production of the recombinant DNA molecule is:
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAHAAcgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2aiiigAooooATIzjPNIXVeWYD6muY8Q3MXhzXrbxBKwS1mga1uj7gF4z/AOhD8RWHdaXMLXQUurS0v7m8uJrmaG9fbGWZc8na3QYxxS6f1/XmP+v6/I9D3rt3bht9c8UGSMdXXn3rjWs7R/EGm6TqVlZwaebN5I7OMg2zz7uRjADELzyPeovFWheH/wCybR7WwspAuoQRbggbapkGUB7Dk/L05qu39dbCO33pt3blx65o3KF3bhj1zXJPpmlS+LTpN7aW62FvZLJZ2bIBCWLNvYL0JHHbjPvWFqUMZtbvT7GGG506LW4EtoJWPk5KZdAcHChs8AHHSl/X42Dv/XS56WCGGVII9RSB0J2hgT6ZrmfBUawLqkBijtJI7sh7GH/V2/Axt9Q33s4HXpXMpZabB4MutVhiih1dLyT7PcRACZpPMwq5HJz0xR1/ry/zD/P/ADPTcjOM8ijIxnIx61wEvn6Z4j1bxHErv9maOO+hU/ehKAkgeqnn6ZFV31C0ufCOj6S/nXEGpTSSTfZo3lYwLIzE4QE4J2j8aXQOp6RVKbWdNthcNcXkUK2zBZnlbaqEjIGTxWX4K1I32hCCQv59jI1tIJUKPhfullPIyuDz61ktDE1pfi6+2pcQatJKktpD5zxE8oxTByuD6flTe/8AXkC2/rzOzhmiuYUmgkWWJxuV0OQw9QaZHeW8t5NZpJmeBVaRcHgNnHP4GuPjv9Yt44Li6srtVmsJY1jtLZwPN3ZUmMZ2Ej16etUJ7e+VnmuINaF5JptqIHthJzOA2Q5XjIJ53cetPzHbT+vI9GpkU0c8SywyLJGwyrKcg/jXHKl03ivZKuoXnn/LIQbiCO1Hl4OD/q5AT6YIJ79odE0iQ22kWC/2tbwwtL9rVpZky4C7RuJ+76YOD+dIR3VMimiuIxJDIsiHoynIrhMau/jFHRb+GNrxo5oQlw0fk4Pz+YX8vng4Vcj1qkdP1C00q3s7V9TtIUuZReN5VzMwbnYVCsGK+6nGetLoOx6Ld3ltYWzXN5cR28KfeklcKo+pNV49c0mWwa/j1K0a0RtrTiZdinpgtnHcVk6rHcL4TtfMM99JFJA8jLbt5jgOCT5fLZx261jaxYNrZ1G7tdLuVtbj7LE6SQNG1wVmBZihAOFXuR/Kn1sJbI7kXELTGFZUMgQOUDDO09Dj04NNtbu2vYRPaXEc8RJAeNwwyDg8iuFFvrljdarZQ2VxO8dnFZ2dwwO2RWd8EtzyqtyfatfwtZ6hpd5e6bd2EVtbSKJoTbSM8YJ4cbiq4YkbsY7099gehu2OqWuovOtqzv8AZ32OxjZVJ77WIw34Zq5XD6foNxFbWFop1OCGW9me5C3EoO3B25OcqDx0xmorv+1l8XxyQLfwql4iGMJPJG8OAC5cv5YHXjbkYz71MXe39dgelzvaK8wt7u7vby/njvL1bnyLsWypLcMLl8nYVUgRgqBwFJz1rVk0nUra5umgudWdYFtpYA08jBpCwEnX7wwOV6DsBTWtgZ3VMlljgiaWaRY41GWZjgD8a4SGHXDq+pS3F7epPtn2W6Ws5jddp2bZN3lg9MYANJc6LqJ0yW0Z9UuEudKWSYSTSMTOGHQ54OM/KMZ9KOlykrs74HIyORUVtdw3kbSQPvVXZG4xhgcEVxZ3Raxp8lnHq93CREi20ou4hCM8uXPyt7q/p17VveHgTe63Iv8AqXvzsPY4jQNj8Qadv6+4hPQ3KK4zSVlufEl/LNaarOIr51S4W+IgQAcAx+YM/wDfJ61DbW8mp+Ep/Ek+q3sV+0ck6PHcsscJXOE8sHaQMYOQc1Kel/mVbW3yO5orzHVNTvLm6nupl1I40y3mDWt20Uds7DlmUMMjPoG4rVuhdXXiMQXEGpakEsIWJ0+9MCBjnLY8xM5/Gn1t/XX/ACF/X5f5nc0Vw2papfWF3rkdvdSoqy2UEbu24W6yHazDORnnPPfrVjdBo+qT6fENYSZ7KaSOa4vPOim2gZYAuSpBPYL1PtSvpf8Ara40rnY0V5tBq2o6bodvpl5fXEktw0NxZ3Tud8iFxvjLdyufxBFdL4rVp7/RLPz7iKG4uysogmeIsNpOCVINU1+diU/yudJRXAapJd2UWuaJb6ldmCFbd4ZjMxlgMjEFd/U9MjJzzVux1a9/tvStGvbiQXtnLJHc8kC4TyyUk9wQPzBpLUb0O0orz3T/ABXBN4vS7XWEkhvrl7NbHzwfKCjCPszxkq3P+0K9Co6Jg97BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQ3Npb3kXk3VvHPHkNskQMMjkHBqO+0vT9TjWO/sbe7RDlVniVwp9sirVFAFB9D0mSxWwfTLRrRDuWAwKUU+oXGKmTTrFLWO1SzgW3iIaOIRjahByCB0GDzVmigCrfaZYapGseoWVvdop3Ks8QcA+ozTl0+yS3it1tIBDAQYoxGNqEdCB2xViigCJLeCOaSdIUWWXHmOFAZ8dMnvVWDQdHtrw3tvpVnFckkmZIFV8nryBmr9FAES28CtKywxgzf6whR8/bn1qO206xs9n2Wzgg8tPLTy4wu1c52jHQZ5xVmigCNLeGKWSaOFEklIMjqoBfAwMnvxQkMUckkqRIskmN7BQC2BgZPfipKKACiiigAooooAKKKKACiiigAooooAKKKKAKVto+l2d293a6dawXEmd8scKqzZOTkgZ61doooAKKKKACmRQxQJshjSNSS2EXAyTkn8TT6KAILayt7MzG3j2GeQyyck7mPU1myeE9FluHma1bEj73hEziF29TGDsPryK2aKAKR0mwae4nNupkuYhDKcnDIOgx071SfwnpDtEyx3MLQwrCphvJY/kX7oO1hnHvW1RQBR/sXTs3W+1WT7YqpcCQlxIFGBkH2qtaeFtJs5WljhmdzE0IM1zJLtQ9VXcx2g4HTHSteigDMuvD2k3traW1xZrJFZOsluCxzGy9CDnNSapotjrKwrexyMYH3xtHM8bI2MZBUg1fooAzIvD2lRWL2a2uYpHDyFnZnkYHILOTuY8dzT7vQtMvdSi1G4tVa7hjaJJgxVgjDBHB//VWhRQBnvoWlvpceltZp9ki2eXGCRt2kFcHrwQKvjilooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkfEeq6jaeLtLtra8eG3byvMiVVIk3TBDkkZ6HsRXWsyr95gPqa4HxVaRyeJngYyNNqKWq29wrsDaYlAyoB55+bt0oA7+ikBB6HOKCQOpxQAtFISAMk4HqaQSIxwrqT7GgB1FM82P8Avr+dOJCjJIA9TQFxaKQEMMggj1FLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBS1i/OlaNe6gI/NNrA8wTdjdtUnGe3SofD+qzaxpn2m4t0t5VmlhdI5C65RyuQSB1x6VW8aCZvB2qiGRI/9GbzGZd2I8fPgZGW27sc4zjNQ+DFkWxv/AN4r2/8AaE/kZTa4G87g3JH392CO2KAOiooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDH8Ra8NBtopPs5maVtoG7aBj1Nc//wALFf8A6Bi/9/8A/wCxrpdY1TSbFUh1RoyJOVjaPfnHfGDWT/b3hD/nlb/+An/2NehQjDk96k5eep5OKnUVVqNdRXZ2KH/CxX/6Bi/9/wD/AOxo/wCFiv8A9Axf+/8A/wDY1f8A7e8If88rf/wE/wDsaP7e8If88rf/AMBP/sa35Kf/AD4f4nN7St/0Ex/Aof8ACxX/AOgYv/f/AP8AsaP+Fiv/ANAxf+//AP8AY1f/ALe8If8APK3/APAT/wCxo/t7wh/zyt//AAE/+xo5Kf8Az4f4h7St/wBBMfwKH/CxX/6Bi/8Af/8A+xo/4WK//QMX/v8A/wD2NX/7e8If88rf/wABP/saP7e8If8APK3/APAT/wCxo5Kf/Ph/iHtK3/QTH8Ch/wALFf8A6Bi/9/8A/wCxrofDuuHXbOW4NuIfLk2bQ+7PAOeg9azf7e8If88rf/wE/wDsa2dHvNMvbZ5NLVFiV8Nsi2DdgdsDtisK8YKGlJx89Tpwsqjq+9WUl2VinOiXGrXaXUcEzxopto7g4Tbjk9DznvilhaxfSbbV5bVY3s1kaEByQhIKkD1z0qxev9suWtYrG3ujAAzm4+6pPQDg81LcCVNOXy7O3+RctDI2FUD0wDWDacUn5df63OqKanKS8+n9bbf8MZWizC21BI3jmQ3se9zLEyfvRyQM9eD+lTa7JHdXMensszKqGV/JjZyp6JnHvk/hV2ymub6zS5mtrcMyh4QHLYOO528fhUdjc3k9/cI9pax+UwSV0kJZuMjHyjPXvVuT53O2q8zOMV7NQvpLyf8AWpNp06anpUbTxqxZdssbr0YcEEH3qrodnaxyXkkdtEjrcuqsqAED0B9Kmv8AUF0yWNI7dWEhLzEHbsXIBY+vWr6rHGrMiqqt8xIGM+9ZNtRdtEzeMVKSTd3Hf7jHk0+xPiSMGzgINuzEeWOTuHP1qbUBHJq1rBdhTasjEK/3WcYwCO/GafpmoLqE0jPbLFIgzGScloz0P6UX0/nztYx2sFwUUPL9oOEQdux5/CrvLnSfRGdoODlHq+34fgVdX1a38O6Ys1nbxyoZvLMaPtVSQScdcdOlYf8AwsV/+gYv/f8A/wDsa6G7utNsNKibVLaCKHftWNYxIgbnkAD69qzf7e8If88rf/wE/wDsa3pRg4+9TcvPU5K8qil7tZQXbT9Sh/wsV/8AoGL/AN//AP7Gj/hYr/8AQMX/AL//AP2NX/7e8If88rf/AMBP/saP7e8If88rf/wE/wDsa25Kf/Ph/iYe0rf9BMfwKH/CxX/6Bi/9/wD/AOxo/wCFiv8A9Axf+/8A/wDY1f8A7e8If88rf/wE/wDsaP7e8If88rf/AMBP/saOSn/z4f4h7St/0Ex/Aof8LFf/AKBi/wDf/wD+xo/4WK//AEDF/wC//wD9jV/+3vCH/PK3/wDAT/7Gj+3vCH/PK3/8BP8A7Gjkp/8APh/iHtK3/QTH8Ch/wsV/+gYv/f8A/wDsa0dC8Y/2xqS2T2Xkl1JVlk3dBnngU3+3vCH/ADyt/wDwE/8AsavaRq2gXV2YdNEKTsvRYfLLD8hms6kaag7UWvPU1ozquor4iL8tNS5reqLoukXGoNE0ohXOxe5JwP51xH/C1pP+gQn/AIEf/Y13Or39rpmlXF3erut41+ddu7dnjGPfOK4r/hNfCf8A0L3/AJLRf414lWTT0lY+0y6jCpTblQc9d07fIj/4Wq//AECE/wDAj/7Gj/har/8AQIT/AMCP/sak/wCE18J/9C9/5LRf40f8Jr4T/wChe/8AJaL/ABrLnl/Oej9Vpf8AQI//AAL/AIJH/wALVf8A6BCf+BH/ANjR/wALVf8A6BCf+BH/ANjUn/Ca+E/+he/8lov8aP8AhNfCf/Qvf+S0X+NHPL+cPqtL/oEf/gX/AASP/har/wDQIT/wI/8AsaP+Fqv/ANAhP/Aj/wCxqT/hNfCf/Qvf+S0X+NH/AAmvhP8A6F7/AMlov8aOeX84fVaX/QI//Av+CR/8LVf/AKBCf+BH/wBjXVQ+IGn8IjXFtwjtEXEW7IBzgc1zP/Ca+E/+he/8lov8a67TbjT9U8Oxzx2ohsZoj+5KhQF5yMDj1rSEm7+9c4cbSpU4xl7Bw1XW9/LcrY8u+isb6/uLhrpWV4pbYGCXKklVO3j8SeKhvI30exs9H0m4McqI0peTBZ1Uc7iRyzMRk/Wk0yzuprizvts0tkmWt1muAXjUjAbG30PdicGjWLdo9XjmfTbK8+1ssERuZCdmAT93YQO/SrbfKcqhD2yvZtLy319DbsryO80+G8U4SRA2fT1rI0nVrifUx584e3vg7WyYA8vaenryOaddWU+m+HpobaKPy9jvNH57KIwRkrGdvTrjIFGmaNbz2trcvYWtk8eyWF7Q/MRjox2jPvVXbkRGFKMJyezdlt/Xb5Emvi6hEE1vqFxB5k8cJRAhXDNgnlSc8+tXZ7SX+z/LW/uVeMFvOGze3Xg/Lj9KoC8i1nUWsZ4mjihlEtvKr/60xkZ7dif51e1e8aysS0cPnzSMI44t23eT7/TJ/CldcrZDU1yU7a/L5a/57FfQGnbR4b26vJrh5og7BwuF45xgCmaWL3UbaDU3v5I/O+cW6qpjC9h0zn3zVrRjbrotr9nLeQsQ27zkge9Y1jFcO8dzYh0015N0du10FLDPJC7enfG6m9Gi7c0qlrLXql56ev8AkYs/xReG4li/slD5bsmftHXBx/dqP/har/8AQIT/AMCP/sann8ZeFY7iWN9A3MjsrN9mi5IPJ60z/hNfCf8A0L3/AJLRf41zc8v5z2lhaVv90f8A4F/wSP8A4Wq//QIT/wACP/saP+Fqv/0CE/8AAj/7GpP+E18J/wDQvf8AktF/jR/wmvhP/oXv/JaL/Gjnl/OP6rS/6BH/AOBf8Ej/AOFqv/0CE/8AAj/7Gj/har/9AhP/AAI/+xqT/hNfCf8A0L3/AJLRf40f8Jr4T/6F7/yWi/xo55fzh9Vpf9Aj/wDAv+CWdI+JH9patbWMmmeWLhwgdJdxBPTjA4rua4rRvF/hq51a3t7XSfsk8zbI5fIQYJ7ZXnnpXa10Um2tXc8XMacadRKNJw02bvcKKKK1POCiiigDK1fw7Ya28cl15ivGMBo2wcelZ3/CBaP/AM9Lr/v4P8K6ait44irBcsZOxzTwlCpLmlBNnM/8IFo//PS6/wC/g/wo/wCEC0f/AJ6XX/fwf4V01FV9br/zMj6hhv5Ecz/wgWj/APPS6/7+D/Cj/hAtH/56XX/fwf4V01FH1uv/ADMPqGG/kRzP/CBaP/z0uv8Av4P8KP8AhAtH/wCel1/38H+FdNRR9br/AMzD6hhv5Ecz/wAIFo//AD0uv+/g/wAK19I0e10W3eC1aQo77z5jZOcAentV+ionXqzXLKV0aU8LQpy5oRSZnSWl3BfS3Vl5LCcDzElYrggYBBAPbtVto5ZLRo5GUyMhBIGBkipqKhzbsaqCTdivYW7WlhBbuQzRoFJHQ4plpaPb3V3KzKRPIGUDthQOfyq3RS5nr5goRSS7f8MZM+jSXd3dTT3ckazKI1SEjGzHQ5B5yT0qVrK8bRPsRmj88p5Zk5xjoT9cVo0VXtZaeRHsYJt97/iZUGkSWl9b3EN3JIqIYnWbH3O2MAd/WogFvr68m08wz7H+y3UNwpC7lAYYOD2Ydsc1ryuY4nkCM5VSQq9W9hXE+AbxpNQuk3Ty/arZbmQsjAQv5sg2vn+Mggcdo/QCj2sr3YKjBKyN4+G4LrRo9PvGKqkrS4gOACSeBkdOaqf8IFo//PS6/wC/g/wrpqK0WJqraVjJ4PDytzRTOZ/4QLR/+el1/wB/B/hR/wAIFo//AD0uv+/g/wAK6ain9br/AMzF9Qw38iOZ/wCEC0f/AJ6XX/fwf4Uf8IFo/wDz0uv+/g/wrpqKPrdf+Zh9Qw38iOZ/4QLR/wDnpdf9/B/hR/wgWj/89Lr/AL+D/Cumoo+t1/5mH1DDfyI5n/hAtH/56XX/AH8H+FXNL8KabpN4Lu3855VBCmR8gZ69AK2qKmWJrSVnJ2Kjg8PCSlGCuiG6tYL22ktrmJZYZBtdGHBFY3/CD+Gv+gVH/wB/H/xrformcYvdHoU69WmrQk16NowP+EH8Nf8AQKj/AO+3/wAaP+EH8Nf9AqP/AL7f/Gt+il7OHY0+uYn/AJ+S+9mB/wAIP4a/6BUf/fb/AONH/CD+Gv8AoFR/99v/AI1v0Uezh2D65if+fkvvZgf8IP4a/wCgVH/32/8AjR/wg/hr/oFR/wDfb/41v0Uezh2D65if+fkvvZgf8IP4a/6BUf8A32/+NasGnWtrpw0+3iEdsqFFQE8A/X61aopqEVsjOeIrVFac2/VtmVp9tqtnHBZs1q9tANgly3mMg6DbjAPTnNT6jYyXk9jIjKotrgStu7jaRx+dXqKdtBOrJy5+v+ZXv4GurC4t0IVpYmQE9ASMUxLeeHSUtomTz0hCKxzt3AYzVuihpEqbSt03Ofg8Nz2YsHg1CWSS0fJSXGwhvv4wuecnGTV3UNLn1DUbeb7W9vDbqxXysby54zyCMYz+dadFLlRq8TUcuZ769O5lafZ/2NZXaXV0r2as0qySHBVCMtuPA65PHas5tAuprK3s0+xTW0LK0F0wPmogIYADBHtnIzVjxjcrDoYtmkEZv7iK1G7hWDsN6k9soGGfUgDkin+D743/AIatWaYTSQ5hkcdCyHBwRwRx1HBo5FoOOJqRk5dX+fcbJ4K8OSyPI+loXdizHe/JPJ703/hB/DX/AECo/wDvt/8AGt+il7OHYPrmJ/5+S+9mB/wg/hr/AKBUf/fb/wCNH/CD+Gv+gVH/AN9v/jW/RR7OHYf1zE/8/JfezA/4Qfw1/wBAqP8A77f/ABo/4Qfw1/0Co/8Avt/8a36KPZw7B9cxP/PyX3sx7PwnoNhdJdWumxpNGco25jg+vJrYooqkktjGpVqVHecm35u4UUUUzMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK43wHaXlteaobqzuLcYRFM0ZQORLMx256jDrz712VFABRRRQAUUUUAFFFFABRRRQAVE11boxV541YdQXAIqWvl74o/8lI1n/rqv/oC0AfUAIYBlIIPII70tZPhP/kT9G/68IP/AEWta1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBh+MmC+HJGYgAXNtkk4A/fx0eCznwfphByPJGD+JrXuLaC7geC5hjnhcYaORQyt9QaWGGK3hSGCJIokG1ERQqqPQAdKAJKKKKACiiigAooooAKKKKACiiigAooooASuK0TxTfyWtzqepzyG2gDnyl05kU4YqoWUthj07V21c/D4Os4rSaya/v5bKYMPs0kq7E3HOVwoIIPI5oH0JJfEF3BBAJdEuVvbmQpDaCWMswAyWLbtoGM9TWTqvi19tm0WoQ6MsnnLMbyDzCsiEDZwwHc8gmth/DSS2sUUuqai88EhkiuzKvmx5GCAQuMEZ6g9altfDtjaCEDzZTEkisZX3eb5hBct6kkUmJFGXVtZFjo100Nvbi6eNbqNgWYFgcqPT6/pWpq+qrpUEbeRJcTTyiKGGMgGRj2ycAdDyao3PhSCezs7SPU9Rt4rLBiEMq9R0ySpzjpV3UtHh1Szit5pp0eF1kinjYCRHHRgcYz17U+/r+Af5EK65tmFvc2U1vOLRrpoyyttAONuQcZrLTxfc/abqdtLmOnRWMd0sism4bgTgjOe2PbFX7rwvb3iwmXUL/wA6OJoWnWUB5Y26q3y4/ICnDwzBEYzaX17aFLZbb9zIvzKowpOVPI9aP6/P/gD0t/Xl/wAEsaTqj6rp5uzbfZwfuDzkk3DGQcoSKw9E8WyLpFnJq9pdRiS0My3bBSJioBbCqcg+mQM1t6Rodto0VwsMk0z3MhlmllI3OxGMnaAO3pVG08G6baqsbz3lzBHA0EUE8u5I1YYbGADk+5+mKGJbFTUPF97Bp1wyaNPb3ixLNDHM6ESIWAJyGwCM9Cc81GfFV7Y6rfteafdNbQxQPIqFCLUMDnJz8xzg4Ga0ovCVmsM8c93e3TTQiESTygtGgOQFwAOvOTk1KfDNm9tdwzT3MxvI0jmkdxuYJ0PAxmmrXGvP+tv+CN1zV77TrzTIrOxN0t1MUkw6qQNpPG4j0z+FZ2j+KJgwh1G1uPKku7iGO9bbsJRnIXA5wFXrjHFbuo6VFqSQBpp4Ht5BJHJCwDA4x3BGCCRUKeH7FYreP94y29xJcKGbOWfduz6j5zxS6MOn9ef/AACl4d8Y2PiO6lgtY2QogkUllYMucZ4Pyn2PNOh8VJNd38a2MoisBJ5khlQElBnGzO7nscYq7pOjLpAZIr68mg2hY4Z3VliA6BeAfbkmq58L2kuptf3d1dXb7HjRJmXbGr8MBhQcY9SaBLzKWu+JTHo0xs1miuG08Xkb4B2jcBj680+fxeLK2uXvNLubea3MeI3ZPnVzhW3ZwBnrk8U5PBOnCGaKW6vp1ltvso8yYEpFnIVcDjGOvWp4/DEcSzmPVNRWefaGuPNUyKq5wgyuAOT2z703boN2sv67f8ErnxBqTarpkCaSwhu4pHl/fxMU2kDOQ2DgHPGetDeLtuiNq76ZLFblwsZmnij8wHPIy3HI78mrFr4VsbGKyjtZ7mE2bOysjKDJvOWDDGME9gBUk3hu0l021sUmuIBZsHgmicCRDgjOSCOhI6UmIy4/GM1/JpUunae8ttdtKs5MiAoU64JPOOuRnNWdC8aafr+pSWVqjgqpZH3AhwDg8A5X6HFTxeFbOCC3jjurxXt53mE3mAu5f7wYkcg/SrGl6JHpEj/Z7y7a3IIS2kcGOLJz8vGfzJp9Qexj3mp68kmq3trc2rW2my4+yPAQZFChj+83cHk9qqT+MtQgu9YEkUS20cR+wuV5EohEmx+ec5JHT7praufClpd3dxLLe3vkXTh57QSgQyHAHIxnHA70uoeE9L1Oz1C0uFlMeoSLJLtfBVlAUbT24UfrSRWlyjqnieey1WziSS2W2QRm+3thh5nC7eexwT7GtDTvEQ1LV7mxisnVLZ2jeZpUHzD/AGM7sH1xTZfCGiXC3RuLNJ5br708qK0ifKFG1iMrgAYpbTwxb2+qQ6jLe3l3NAhSH7Q6kRg9cYUH8yaaI1sbVfL3xR/5KRrP/XVf/QFr6hr5e+KP/JSNZ/66r/6AtIZ9F+FP+RQ0b/rwg/8ARa1rVk+FP+RQ0b/rwg/9FrWtQAVyHjDUriz1KKNL3ULaIWjyj7HEHG8EAGTKnC+/FdfVeSxtprj7RJCrS+WYtx/uHqKTGjmB4t1JNQttPXS3vHSKE3ksEbsoZxyVIBXA68kUXPiXVpItWgENpZXEEEz28UzuszBTgPgrgr3yCRnitr/hGtIE1vMtqY3t1VYzHM6cDoCAfmA980sHhvSbeeadLZmkmVkcyzPJw33gAxOM+2Kb1/EFo/uKVlq2tSXtlYSWlmXa2We5lEzYUEkYUbck8Z7CoIdevmS0tLGFJ7u6lm2m7mIVVQ85KrnuMDFbdjpFjpu02sJQpH5YZnZztyTjJJPUmobnw5pN3bxwTWnyRO0iFJGRlZupDKQefrQ9yUY8mpa3HqesJP8AZxa21qjjyZSHRipPy5XHX1p9x4j1GJZTZ2UE0NhbRzXTTz7XYMucJgYJwDycCth9C015/Pa3Jk8nyCTI3zJ6EZ5+p5qK78NaPfTRy3NkHeNQgw7KGUdAwBwwHvmj+vzH1/ry/wCCZj+Kb/7XNJHp0J0+C6ht3kaYiVvMCYIXGOC4zk/StHWNbk0q4jiFuJBNDI0TF8BpRjan47h+tW20mwdZVa2UiaZZpBk/M67dp/Dav5U6906z1EQi7gWYQSiWPd/C46Gh7AYD+Jpby3BSB4QgtzKUkAZXc8pyD0FZ17qWvsLgv5DiLWY4rdY5mUkbh8rcD5cfWusTRdNSOWNbRAk03nuMnl85zUbaHpTXz3DW6meR1lb942CynhtucZ98U1vf+ugf1+Y3Q9TuNRiuUvLeOG5tLhoJBE5ZGIAOVJAOMMOorUqG3tLe1aZoIwjTyeZIR/E2AM/kBU1IAoopNyliuRkdRmgBaKKKACiiigAooooAKKKKACiiigAooooARjtUsegGa5WLxNqk6QTGytY7a/Ei2jCYl1ZQSC4xjBx2ziurrLtvDej2l495BZKkz7udzELu67VJwufYCk1cZkaHPfaV4IbUpIEuLkqbh1Wd38wdzluhxngcUaj4ymiH/EvsftYmnENsyB334Te7EKCcDpx3zXSwWsFtarawxhIUXaqDoB6VRPhvRzpcemCyVbSJt8aIzKUPPIYHI6nv3piWxn2mv6rqV1Ba2unRW8ywJPdpeOyMgZiMKACSflJ5x2qnba7rsH2pJorOeSXUWtbT96wCnJ+8dvQAdsmtqbw5o7m3lltyGtECxyee6kKOcFg2WH1zRJ4f0W+FxK1skq3ZDyMsjYYjowweD7jBoDoZo8Saq5is49PtTfm7a2kzOfKGF3bgcZIx2xmr3iHWLrSbS3NtFFNdTPtWErIxfAJO0IpJxjPTpVu00PTbJIEt7VUEDs8ZySQxGCSSckn1NO1LSbHV4kjvoPMCNuQh2RlPsVINHQOpgw+KdU1CDThp+mwfaLuGaSQXMrIsZjYKRwCeSfTPrVbU/FGoajoc5020ijP9lfa5zLOUaMOGACEDkjaTk47V01pounWIgFrapELdHjiwT8qsQWH4kA1Wn8K6HcpCkunoVgi8lFDMBs/unB+YexzT0/r5/wDAGnYzPETX0nhbT4rRkJuHhSUySuhZTjjcvPPelj8Q30Dhlsbf+zYbpbJj57Gbdwu4AjBGT3OcV0MtjbTwxwyQq0cTKyL/AHSOlVG8O6S2p/2kbNTc7t+7c23d/e252598ZpdX/Xb/AIJPQxp/Fmo2+mTXz6dEyvdfZbSOJmkd23lcsAvA46DJqzZ63eXbabJd2dxZyytMrxHKA7VyDhhkg9s4rVl0bTptPewktVNs7FygJHzE5yDnIOeciohpOmW0MFon7pkDiAtKWddw+bBYknr70tbeZXU5q28c6ncW1zdx6daTQRRRshjmcHe7hRGxKgBgDk/hXQ6Rq13dS39tqFvFDPYsu4wOXRgy7hjIBzis7RfBUem+Yt3fPewsiqIiGVflYMCQXbJyB0xXQxWdvBcT3EcQWW4IMrD+LAwP0qnawjkrfxVf6zYX5/sye2tTbu8FyEdehwASQBk9flJqb/hKr2HUbbTbXS57xIooftMqxuxG8dQQMcDk5Irbg8O6TavcNDa7BcqVlTzHKEE5OFzgfgBSy+H9LmvIbtrYieAKqOkjpwvQEAgNj3zSW/3fqJ/1+BiDxPrc11FHbaZZlLqeeC3aS4YENExyzgLwCFPTJzUb+N7yWe0jsdGmuC8Ec1wqI77N5IwCoxxgnJwK6WPSbCJoWS2VWgkeSM5Pys+dx/HJ/Oq0vhvR2MEjWvlm1XEbJK6bVBzg4IyM+uaBvqZieJ9Sa+wdPtxZm/axV/OPmFhnDYxjGRg85qx4Zv8AU5vD8l5qz225TIVkR2xtBP3sgY6du1aY0nTyq4tkIFx9pGCf9Yf4vryaW10mxskuEt7cIlyxaVCxKknrwTgfQUPYen9fM5I+MNWvNP1GKO0jt7hLI3NtPtkRHUEDI3qCeoIIBFdBdane6d4bW8uhbfbMKNgLsjsSAAMLuJOemOtPtPC+i2JmNvYqpmiMT7nZsof4eScD2FTnRNPbShpbW5a0AwEaRiRzkYYnOc980dBdf68ip4Z1y41q2uDdWhtbi2m8p0KsueAQQGAI4PcVtVS03SLDR4XisLcQrI29/mLFmxjJJJJPFXabEgr5e+KP/JSNZ/66r/6AtfR/iLVJNE8PX2pwwfaJLWEyLFkjfjtxXyz4l1x/EniG71iSBYGumDGNW3BcADr+FIZ9ReFP+RQ0b/rwg/8ARa1rV5/8JfGE/ibR5LKWwW3j0qGCBJFct5vykZ6cfdH516BQAViahd6kfEVrYWdxDDCYGnm3xb2bDAbRyMZ9a26rzzWdvKslxLBFIRhWkYKcegJoA4/TfEniTUFvbhILVIvKlMKySxr5bq2FB+bPbncFpjapqV/BYFdcWGaHUfKuGe0CKv7skLw+GHuDg5HpXXHSNLkeWY6daO1wMSv5KkyD3OOfxpf7L0yOyNr9gtFtQd5i8lRHn1xjFC0D+vwMCW/1KfStZu7m4ge3gkkhhhSMqflbG4sGz+Aqa31O+vdens49RtrKK0EaiB4t7z7k3bgSwwOcdD0rciaxmt3ERt5ISTv27Sue+e1EmnWM1zHdSWdvJPEP3crRKWX6HGRQgOS0W5vE07Tftd8l8737L90q0fLcHDcn6/lUln4k1KS4trh7yzlju5ZY/sKR4kgC7sMWzk/d5yB1rqo7GzidnjtIEZ38xmWMAs394+/vSJp1jHdSXUdlbpcSj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)
Question 3.From what you have learnt, can you tell whether enzymes are bigger or DNA is bigger in molecular size? How did you know?
Answer:A DNA molecule is always bigger than a protein, in size because a protein is the product of one or more mRNAs whereas these mRNAs are produced from DNA. For example, human DNA houses approximately about 30,000 genes which are used to produce all the different types of proteins required by the cell. Even after this the only transcribed region is the euchromatin region and not the heterochromatic region of the genome. Thus, the DNA molecule is certainly larger than a protein which is only a fraction of the translated DNA.
Question 4.What would be the molar concentration of human DNA in a human cell? Consult your teacher.
Answer:The molar concentration of DNA is the molar concentration of the total nucleotides present in one human cell. As the size of cell varies from cell to cell the whole calculation is an assumption.
Assuming the cell is of radius 0.05nm.
The volume of the perfect sphere would be 5.24 × 10-4 or 5.24 × 10-11 L
Total number of nucleotides:
In the nucleus: According to the Human Genome Project the 23 pairs of human chromosomes have about 3 billion base pairs that adds upto 6 billion bases = 6×109 nucleotides
In the mitochondria: There are about 1500 mitochondria per cell. Each mitochondrion contains about 16000 nucleotides. Thus total mitochondrial genome per cell is 16000×1500 = 2.3×107 nucleotides
Thus total DNA in a human cell is = (6 × 109 + 2.3 × 107) = 6 × 109 nucleotides. (Mitochondrial DNA is negligible)
Therefore,
Mole = (6 × 109)/(6.023 × 1023) = 10-14 mol (6.023 × 1023 is the Avogadro number)
Thus,
Molarity = mole of solute/litre of solution
= 10-14/5.24×10-11
= 0.0002 M
Question 5.Do eukaryotic cells have restriction endonucleases? Justify your answer.
Answer:No, eukaryotic cells do not have restriction endonucleases. All restriction endonucleases have been isolated from various strains of bacterias till date. Even the restriction endonucleases are named according to the genus, species, strains and isolation number of the bacterias. The first letter of the restriction endonuclease is the genus and the last two is the species of the organism. The subscript is first letter the strain of the organism, if already used the next letter is used. The Roman numbers in the end is the isolation number of the enzyme chronologically when the organism has more than one restriction endonuclease.
Example: EcoRI, where “E” is for the genus of organism Escherichia. “co” is for coli, which is the species. “R” belongs to the strain of E. coli from which EcoRI is isolated, that is, RY13. And the Roman numeral “I” says it is the first isolated endonuclease of the organism E. coli (RY13).
Question 6.Besides better aeration and mixing properties, what other advantages do stirred tank bioreactors have over shake flasks?
Answer:The advantages of using stirred tank bioreactors over shake flasks are:
i) It has an agitator system for better mixing of oxygen.
ii) It has an oxygen delivery system to deliver fresh oxygen for the cells in the bioreactors.
iii) It has a foam control system to avoid frothing and degeneration of the required product.
iv) It has a temperature and pH control system to maintain optimum growing conditions for the cells.
v) It also has sampling ports so that small volumes of culture can be withdrawn periodically to avoid over population of the cells and overflow of reaction mixtures when new batches are added.
Question 7.Collect 5 examples of palindromic DNA sequences by consulting your teacher. Better try to create a palindromic sequence by following base-pair rules.
Answer:A palindromic sequence is a sequence of double stranded DNA when read from either side of the double strand it is read the same. For example, “MADAM” that is, when we read it from either side, from forward as well as backward it is read the same. The same happens in case of a DNA double helix only difference is that it is read on two strands and when read from 3’ or 5’ on both strands it reads the same. The five palindromic sequences are:
1. 3’....CGTATACG....5’
5’....GCATATGC....3’
2. 3’....AAGCTT....5’ (restriction site of endonuclease Hind III)
5’....TTCGAA....3’
3. 3’....GAATTC....5’ (restriction site of endonuclease EcoRI)
5’....CTTAAG....3’
4. 3’....AGCT....5’ (restriction site of endonuclease Alu1)
5’....TCGA....3’
5. 3’....TTATTCGAATAA....5’
5’....AATAAGCTTATT....3’
Question 8.Can you recall meiosis and indicate at what stage a recombinant DNA is made?
Answer:Recombinant DNA in meiosis is produced by crossing over. The crossing over occurs in the pachytene stage of prophase of the meiosis I. In this stage the sister chromatids are joined at the centromere as well as at the chiasmata. Chiasma is the position where the genetic recombination occurs by strand exchange.
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)
Question 9.Can you think and answer how a reporter enzyme can be used to monitor transformation of host cells by foreign DNA in addition to a selectable marker?
Answer:When a reporter enzyme such as the Lac Z gene is present in the genome of a transformed cell it produces the enzyme β–galactosidase. The substrate on which β–galactosidase acts on is lactose. When lactose is present in the culture medium as the carbon source of the bacteria β – galactosidase breaks down lactose to produce the end product X – gal which gives a characteristic blue colour. This blue colour is visible with naked eye and by observing the culture plates it can be identified which of the host cells are transformed. When a gene of interest is incorporated within this Lac Z gene the gene becomes inactivated as it gets disrupted. This is known as Insertional inactivation. When such a plasmid transforms the host bacterial cell it does not develop any colour and thus can be identified. This process of identification is known as the blue–white screening process.
Question 10.Describe briefly the following:
Origin of replication
Answer:Origin of replication is the site on the DNA strand, both genomic and extrachromosomal, which is recognised by the DNA polymerase for the initiation of replication. It is also the site where the unwinding of DNA occurs to facilitate replication. The stretch of DNA replication from one origin in one single go is known as a replicon. The eukaryotic DNA has only one replicon thus has only one origin of replication whereas the eukaryotic DNA is a multiple replicon system consisting of multiple recognisable origins of replication.
Question 11.Describe briefly the following:
Bioreactors
Answer:When microorganisms are cultured for desirable products in the laboratories the quantity of produce is fairly low and cannot meet the high market demand. Thus, to meet the market demands when the desired products are produced in an industrial scale in the bioreactors the yield is much higher. In industries these cells are allowed to multiply in a continuous culture system where the used medium is drained out from one side while fresh medium is added from the other to maintain the cells in their exponential phase. Thus bioreactors can be defined as large containers in which raw materials are biologically converted to specific desired products such as enzymes, hormones, antibodies, etc., using microbial, plant, animal or human cells. A bioreactor provides optimum growth conditions including temperature, pH, substrate, salts, vitamins, oxygen, etc., and even mixing if needed to achieve its desired product.
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)
Note: Exponential phase of a cell is the most metabolically active phase of any cell where itutilises high amount of substrate and grows and divides at a higher rate.
Question 12.Describe briefly the following:
Downstream processing
Answer:After the industrial synthesis of the required product is complete it is obtained in crude form and requires passing through a series of processes before the product can be marketed. These processes include separation and purification of the desired product which are collectively known as the downstream processing. In some cases, especially drugs, these products have to undergo certain clinical trials. Quality control testing is strictly required and some product has to be formulated with suitable preservatives too. The downstream processing of the obtained product varies with product variety.
Question 13.Explain briefly
PCR
Answer:PCR or the polymerase chain reaction is the invitro amplification of DNA for experimental purpose when the sample is in very low quantity. This process was first developed by Kary Mullis in 1985. The process uses template DNA which is first denatured by heating at 96˚C followed by annealing of two primers at the 3’ ends of the template DNA strands at a comparatively lower temperature. Now DNA polymerase is added along with the four deoxyribonucleoside triphosphates (dATP, dTTP, dCTP and dGTP) to elongate the DNA strand. Normal polymerases cannot withstand the high temperature of the PCR thus a special polymerase called the Taq polymerase is added. This Taq polymerase is thermostable in nature as it is isolated from the bacterium Thermus aquaticus which is found in the hot springs and thus is active in very high temperatures. The full process is maintained at a range of 72˚C to 75˚C and is allowed to run for any required number of cycles.
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)
Question 14.Explain briefly
Restriction enzymes and DNA
Answer:Restriction enzymes are synthesised by eubacterias as a defence mechanism. These are specifically endonucleases and cleave double stranded DNA where they find their specific restriction sites. Restriction enzymes are of three types: type I, type II and type III. Of which only type II restriction endonucleases restricts DNA within the recognition site and thus are used as molecular scissors for genetic engineering. Sites recognisable by the restriction enzymes are also present in the host genome but they are methylated for protection against their own enzyme, so that they do not undergo self digestion.
Question 15.Explain briefly
Chitinase
Answer:Chitinase is an enzyme which is used to degrade the glycosidic bond present in chitin. Chitin makes up the fungal cell membrane exoskeleton. Thus when it is required to break open a fungal cell for experimentation Chitinase is used.
Note: Glycosidic bonds are those that occur between two glucose molecules.
Question 16.Discuss with your teacher and find out how to distinguish between
Plasmid DNA and Chromosomal DNA
Answer:The differences between plasmid DNA and chromosomal DNA are
![](data:image/png;base64,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)
Question 17.Discuss with your teacher and find out how to distinguish between
RNA and DNA
Answer:the differences between RNA and DNA are
![](data:image/png;base64,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)
Question 18.Discuss with your teacher and find out how to distinguish between
Exonuclease and Endonuclease
Answer:The differences between exonuclease and endonuclease are
![](data:image/png;base64,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)
Can you list 10 recombinant proteins which are used in medical practice? Find out where they are used as therapeutics (use the internet).
Answer:
The ten recombinant proteins which are used in medical practice are as follows:
Note: Monoclonal antibodies are recombinant antibodies produced by myeloma B – cells and have unique specificity for antigens used to treat diseases caused by specific antigens by stimulating host immune system against the attack.
Question 2.
Make a chart (with diagrammatic representation) showing a restriction enzyme, the substrate DNA on which it acts, the site at which it cuts DNA and the product it produces.
Answer:
The action of restriction enzyme in the production of the recombinant DNA molecule is:
Question 3.
From what you have learnt, can you tell whether enzymes are bigger or DNA is bigger in molecular size? How did you know?
Answer:
A DNA molecule is always bigger than a protein, in size because a protein is the product of one or more mRNAs whereas these mRNAs are produced from DNA. For example, human DNA houses approximately about 30,000 genes which are used to produce all the different types of proteins required by the cell. Even after this the only transcribed region is the euchromatin region and not the heterochromatic region of the genome. Thus, the DNA molecule is certainly larger than a protein which is only a fraction of the translated DNA.
Question 4.
What would be the molar concentration of human DNA in a human cell? Consult your teacher.
Answer:
The molar concentration of DNA is the molar concentration of the total nucleotides present in one human cell. As the size of cell varies from cell to cell the whole calculation is an assumption.
Assuming the cell is of radius 0.05nm.
The volume of the perfect sphere would be 5.24 × 10-4 or 5.24 × 10-11 L
Total number of nucleotides:
In the nucleus: According to the Human Genome Project the 23 pairs of human chromosomes have about 3 billion base pairs that adds upto 6 billion bases = 6×109 nucleotides
In the mitochondria: There are about 1500 mitochondria per cell. Each mitochondrion contains about 16000 nucleotides. Thus total mitochondrial genome per cell is 16000×1500 = 2.3×107 nucleotides
Thus total DNA in a human cell is = (6 × 109 + 2.3 × 107) = 6 × 109 nucleotides. (Mitochondrial DNA is negligible)
Therefore,
Mole = (6 × 109)/(6.023 × 1023) = 10-14 mol (6.023 × 1023 is the Avogadro number)
Thus,
Molarity = mole of solute/litre of solution
= 10-14/5.24×10-11
= 0.0002 M
Question 5.
Do eukaryotic cells have restriction endonucleases? Justify your answer.
Answer:
No, eukaryotic cells do not have restriction endonucleases. All restriction endonucleases have been isolated from various strains of bacterias till date. Even the restriction endonucleases are named according to the genus, species, strains and isolation number of the bacterias. The first letter of the restriction endonuclease is the genus and the last two is the species of the organism. The subscript is first letter the strain of the organism, if already used the next letter is used. The Roman numbers in the end is the isolation number of the enzyme chronologically when the organism has more than one restriction endonuclease.
Example: EcoRI, where “E” is for the genus of organism Escherichia. “co” is for coli, which is the species. “R” belongs to the strain of E. coli from which EcoRI is isolated, that is, RY13. And the Roman numeral “I” says it is the first isolated endonuclease of the organism E. coli (RY13).
Question 6.
Besides better aeration and mixing properties, what other advantages do stirred tank bioreactors have over shake flasks?
Answer:
The advantages of using stirred tank bioreactors over shake flasks are:
i) It has an agitator system for better mixing of oxygen.
ii) It has an oxygen delivery system to deliver fresh oxygen for the cells in the bioreactors.
iii) It has a foam control system to avoid frothing and degeneration of the required product.
iv) It has a temperature and pH control system to maintain optimum growing conditions for the cells.
v) It also has sampling ports so that small volumes of culture can be withdrawn periodically to avoid over population of the cells and overflow of reaction mixtures when new batches are added.
Question 7.
Collect 5 examples of palindromic DNA sequences by consulting your teacher. Better try to create a palindromic sequence by following base-pair rules.
Answer:
A palindromic sequence is a sequence of double stranded DNA when read from either side of the double strand it is read the same. For example, “MADAM” that is, when we read it from either side, from forward as well as backward it is read the same. The same happens in case of a DNA double helix only difference is that it is read on two strands and when read from 3’ or 5’ on both strands it reads the same. The five palindromic sequences are:
1. 3’....CGTATACG....5’
5’....GCATATGC....3’
2. 3’....AAGCTT....5’ (restriction site of endonuclease Hind III)
5’....TTCGAA....3’
3. 3’....GAATTC....5’ (restriction site of endonuclease EcoRI)
5’....CTTAAG....3’
4. 3’....AGCT....5’ (restriction site of endonuclease Alu1)
5’....TCGA....3’
5. 3’....TTATTCGAATAA....5’
5’....AATAAGCTTATT....3’
Question 8.
Can you recall meiosis and indicate at what stage a recombinant DNA is made?
Answer:
Recombinant DNA in meiosis is produced by crossing over. The crossing over occurs in the pachytene stage of prophase of the meiosis I. In this stage the sister chromatids are joined at the centromere as well as at the chiasmata. Chiasma is the position where the genetic recombination occurs by strand exchange.
Question 9.
Can you think and answer how a reporter enzyme can be used to monitor transformation of host cells by foreign DNA in addition to a selectable marker?
Answer:
When a reporter enzyme such as the Lac Z gene is present in the genome of a transformed cell it produces the enzyme β–galactosidase. The substrate on which β–galactosidase acts on is lactose. When lactose is present in the culture medium as the carbon source of the bacteria β – galactosidase breaks down lactose to produce the end product X – gal which gives a characteristic blue colour. This blue colour is visible with naked eye and by observing the culture plates it can be identified which of the host cells are transformed. When a gene of interest is incorporated within this Lac Z gene the gene becomes inactivated as it gets disrupted. This is known as Insertional inactivation. When such a plasmid transforms the host bacterial cell it does not develop any colour and thus can be identified. This process of identification is known as the blue–white screening process.
Question 10.
Describe briefly the following:
Origin of replication
Answer:
Origin of replication is the site on the DNA strand, both genomic and extrachromosomal, which is recognised by the DNA polymerase for the initiation of replication. It is also the site where the unwinding of DNA occurs to facilitate replication. The stretch of DNA replication from one origin in one single go is known as a replicon. The eukaryotic DNA has only one replicon thus has only one origin of replication whereas the eukaryotic DNA is a multiple replicon system consisting of multiple recognisable origins of replication.
Question 11.
Describe briefly the following:
Bioreactors
Answer:
When microorganisms are cultured for desirable products in the laboratories the quantity of produce is fairly low and cannot meet the high market demand. Thus, to meet the market demands when the desired products are produced in an industrial scale in the bioreactors the yield is much higher. In industries these cells are allowed to multiply in a continuous culture system where the used medium is drained out from one side while fresh medium is added from the other to maintain the cells in their exponential phase. Thus bioreactors can be defined as large containers in which raw materials are biologically converted to specific desired products such as enzymes, hormones, antibodies, etc., using microbial, plant, animal or human cells. A bioreactor provides optimum growth conditions including temperature, pH, substrate, salts, vitamins, oxygen, etc., and even mixing if needed to achieve its desired product.
Note: Exponential phase of a cell is the most metabolically active phase of any cell where itutilises high amount of substrate and grows and divides at a higher rate.
Question 12.
Describe briefly the following:
Downstream processing
Answer:
After the industrial synthesis of the required product is complete it is obtained in crude form and requires passing through a series of processes before the product can be marketed. These processes include separation and purification of the desired product which are collectively known as the downstream processing. In some cases, especially drugs, these products have to undergo certain clinical trials. Quality control testing is strictly required and some product has to be formulated with suitable preservatives too. The downstream processing of the obtained product varies with product variety.
Question 13.
Explain briefly
PCR
Answer:
PCR or the polymerase chain reaction is the invitro amplification of DNA for experimental purpose when the sample is in very low quantity. This process was first developed by Kary Mullis in 1985. The process uses template DNA which is first denatured by heating at 96˚C followed by annealing of two primers at the 3’ ends of the template DNA strands at a comparatively lower temperature. Now DNA polymerase is added along with the four deoxyribonucleoside triphosphates (dATP, dTTP, dCTP and dGTP) to elongate the DNA strand. Normal polymerases cannot withstand the high temperature of the PCR thus a special polymerase called the Taq polymerase is added. This Taq polymerase is thermostable in nature as it is isolated from the bacterium Thermus aquaticus which is found in the hot springs and thus is active in very high temperatures. The full process is maintained at a range of 72˚C to 75˚C and is allowed to run for any required number of cycles.
Question 14.
Explain briefly
Restriction enzymes and DNA
Answer:
Restriction enzymes are synthesised by eubacterias as a defence mechanism. These are specifically endonucleases and cleave double stranded DNA where they find their specific restriction sites. Restriction enzymes are of three types: type I, type II and type III. Of which only type II restriction endonucleases restricts DNA within the recognition site and thus are used as molecular scissors for genetic engineering. Sites recognisable by the restriction enzymes are also present in the host genome but they are methylated for protection against their own enzyme, so that they do not undergo self digestion.
Question 15.
Explain briefly
Chitinase
Answer:
Chitinase is an enzyme which is used to degrade the glycosidic bond present in chitin. Chitin makes up the fungal cell membrane exoskeleton. Thus when it is required to break open a fungal cell for experimentation Chitinase is used.
Note: Glycosidic bonds are those that occur between two glucose molecules.
Question 16.
Discuss with your teacher and find out how to distinguish between
Plasmid DNA and Chromosomal DNA
Answer:
The differences between plasmid DNA and chromosomal DNA are
Question 17.
Discuss with your teacher and find out how to distinguish between
RNA and DNA
Answer:
the differences between RNA and DNA are
Question 18.
Discuss with your teacher and find out how to distinguish between
Exonuclease and Endonuclease
Answer:
The differences between exonuclease and endonuclease are