§9.
V. сұрақтар беру.
ұрақтар мен тапсырмалар
1. Нуклеотид дегеніміз не?
2. Бір сақиналы және екі сакиналы нуклеотидтерді жазыңдар.
3. Нуклеотидтер өзара кандай буыңдары аркылы байланысады?
4. ДНҚ-ның кос оралмасы өзара қалай байланысады?
3,4 нм
0![](data:image/jpeg;base64,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12-сурет. ДНҚ молекуласы бөлігінщ күрылысы
Нуклеин
КЫШҚЫЛЫ
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Молекуласының құрылымы
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Жасушадағы орны
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Жасушадағы рөлі
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Д 6. Сөйлемдерді толыктырыңдар.
А, ДНК полимер молекуласына_______жатады, оның мономерлерІнің
рөлін__________аткарады. Ә. Әрбір ДНҚ мономерлерінің кұрамына
пентоза көмірсуы__________кіреді, азотты негіздері адениннің
карсысында___________тұрады. Тимин________ _ байланыс
арқылы аденинді, ал гуанин_______ ____байланыс аркылы
цитоцинді тольщтырады. Б, ДНҚ-нын мономерлері езара комірсу жөне
фосфор қышкьілының калдығымен байланысады, оны_________
тұлға деп атайды. Ол екі тіабек өзара_________аркылы байланысады.
Д 7. Баска нуклеотидтермен салыстырганда ДНК, молекуласыньщ кұрамындағы цитозин нуклеотидтердін мөлшері 30%. Қалған нуклеотидтердін мөлшерін табыңдар.
Биология 10-сынып 5.10.09.
Cабақтытың тақырыбы: ДНҚ молекуласының екі еселену ерекшеліктері
І
13-сурет. М.Месельсон мен Ф.Сталь ұсынған екі еселенудід сызбанұскасы: 1 — сактала екі еселену; 2 — жартылай сактала еселену; 3 — бытыранкы екі еселену
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