1. Дара жарнақты тұқымның құрылысындағы ерекшеліктер қандай?_____________________
2. Ұрық қажетті қорек заттарын қос жарнақты тұқым мен дара жарнақты тұқымның қай бөлігінен алады?____________________________________________________________________
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1. Төменде өсімдік мүшелері берілген:
2. Өсімдіктердің қандай мүшелеріне жатқызылады:
2.1. вегетативті (өсімді) мүшелері
2.2. генеративті (көбею)мүшелері
3. Төменде берілген қызмет қайсысына тиесілі:
3.1. оған бүршік, жапырақ, гүл бекінеді
3.2. өсімдік гүлдеп болғаннан кейін ұрықтанған аналықтың жатынынан пайда болады
3.3. өсімдікті топыраққа берік орналастырады
3.4. дара жарнақты, қос жарнақты болады
3.5. фотосинтез үрдісі жүреді
3.6. одан жеміс пен тұқым дамиды
4. Мұндай құрылысты өсімдік мүшелері:
4.1. қабағы, жарнағы, эндосперм, ұрығы бар
4.2. сыртқы қабаты шырынды болып келеді
4.3. оймақшасы бөліну аймағын қорғап тұрады
4.4. қабақ, камбий, сүрек, өзек қабаты деп бөлінеді
4.5. аналық ауызы, мойыны, жатыны болады
4.6. жасыл бағаналы және борпылдақ жасушалары бар
5. Метаморфоз түрлерін анықтаңыз:
5.1. ылғал жетіспегендіктен сояуға айналған
5.2. малға жем болмау үшін, суды буландыру үшін тікенекке айналған
5.3. тропиктік ормандарда өсетін ағаштарда болатын қосалқы – тіреу тамырлар
5.4. тозаңдары майда, өте жеңіл
5.5. ол екеуіне бірдей жататын болғандықтан дәнек деп аталады
6. Бос орынды қандай сөзбен толтықтыруға болады?
6.1. Бір ғана тақтасы бар ... жай ... дейді.
6.2. Тостағанша жапырақша мен күлте жапырақшаны ... серігі дейді.
6.3. Барлық гүлді өсімдіктердің ... шырынды және құрғақ деп бөлінеді.
6.4. ... ұзындығына, атқаратын қызметіне қарай: бөліну, өсу, сору, өткізу деп бөлінеді
6.5. Ауада өне бастаған ... тыныс алуын күшейтеді.
6.6. Өзек – ... орталық бөлімі.
7. Өсімдік мүшелеріндегі пластид түрлері:
7.1. хлоропластар
7.2. лейкопластар
7.3. хромопластар
8. Тыңайтқыштар өсімдіктің қай мүшесіне аса қажет?
8.1. азот
8.2. фосфор
8.3. калий
9. Ненің суреті бейнеленген:
9.1.
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)
9.2.
9.3.
9.4.
![](data:image/jpeg;base64,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)
9.5.
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)
9.6.
10. Көбеюдің түрлері қалай іске асады?
10.1. жануарлар арқылы тарайды
10.2. қосарлы ұрықтанады
10.3. пиязшық арқылы көбейеді
10.4. өсімдік қыстап шығып жыныссыз көбею үшін қажет
10.5. мұртшалар арқылы көбею
Достарыңызбен бөлісу: