“ O’qituvchi nainki sinfga ziyo olib kiradigan, balki ming – minglab o’quvchilarga ma’rifat tarqatadigan zotdir ” Islom Abdug’aniyevich Karimov
Mavzu: O’simliklarning tabiatda va madaniy sharoitda vegetativ organlaridan ko’payishi
5 – sinf . Botanika
Darsning texnologik xaritasi
I
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Darsning ta`limiy maqsadi.
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Ta`limiy maqsad:O’quvchilarga o’simliklarning tabiatda va madaniy sharoitda vegetativ organlaridan ko’payishi haqida ma’lumotlar berish.
Tarbiyaviy maqsad: O’quvchilarga o’simliklarning tabiatda va madaniy sharoitda vegetativ organlaridan ko’payishi, inson hayotidagi o’rni hamda tabiatdagi ahamiyati haqida o’quvchilarda bilimlarni shakllantirish hamda estetik va ekologik tarbiya berish. Ona tabiatga bo’lgan muhabbatini oshirish.
Rivojlantiruvchi maqsadi: O’quvchilarda botanika faniga bo’lgan qiziqishlarini yanada oshirish tushunchalar orqali ularda darslik ustida mustaqil ishlash , jamoa bo`lib ishlash ko`nikmalarini, rivojlantirish.
Kasbga yo`naltiruvchi maqsad:O`quvchilarni bog’bonlik, gulchilik, shifokorlik, o`qituvchilik kasbiga, kelajakda ilmiy tadqiqot yo’nalishlarida
ketishga yo`naltirish.
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II
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O`quv jarayonini tashkil etish texnologiyasi
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Darsning shakli:Noan’anaviy
,ko`rgazmali,hamkorlikda ishlash.
Darsnung metodlari : 1.Moychechak metodi. 2.Jadvalni to’ldiring.
Bliss so’rov.
Kaster metodi 5.Test.
6. Bliss so’rov.
Darsning jihozlanishi: Vegetativ ko’paytirish xillari aks et gan jadvallar, kompyuter,kodoskop, slaydlar.
Darsning usuli:didaktik o`yin texnologiyasining o`yin mashqi metodi,og`zaki va yozma namoyish.
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5.Baholash reyting tizimi
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(5- ball)
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III
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Yangi mavzuning mazmuni.
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Gulli o’simliklarning vegitotiv organlariga ildiz, poya va barg kiradi. Siz bu organlar bilan yuqorida tanishgansiz. vegitotiv organlar o’simliklarning oziqlanishida katta ro’l o’ynaydi. Ularning yana bir xususiyati shundaki, ayrim o’simliklar shu organlari
ishtirokida ko’payadi. O’simliklarning ildiz,
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ildizpoya, tuganak, piyozbosh, novda va bargdan
ko’payshiga vegetativ ko’payish deyladi.
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Yovvoyi o’simliklarning vegetativ ko’payishi.Respublikamizda tabiiy holda o’sadigan ba’zi o’simliklar urug’idan tashqari, vegitotiv organlardan ham ko’payadi. Siz ajriq, g’umay,
salomalaykim, bug’doyiq kabi o’simliklarning
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ildizpoyasidan ko’payishini yaxshi bilasiz.
Shuningdek lola, boychechak, gladiolus va nargizga o’xshash piyozboshdan ko’payadigan o’simliklar ham
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bor. Bu piyozboshlar tuproq orasida mayda piyozboshchalar hosil qiladi. Kelgusi yili ulardan yangi o’simlik o’sib chiqadi. Ayrim qoraqat, terak,
na’matak, olvoli, shirinmiya, yantoq kabi
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o’simliklarning ildizidagi tuganaklardan yangi novdalar hosil bo’ladi. Madaniy o’simliklarning vegetativ ko’payishi .O’simliklarni vegetativ yo’l
bilan ko’paytirishni odamlar juda qadim zamonlarda
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bo’lgan va hozirgacha ulardan foydalanib keladi. Dehqonlar va bog’bonlar bunday ko’paytirish usuliga
katta etibor berdilar. Juda ko’p madaniy o’simliklar
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tugunagi, novdasi va barglaridan ko’paytirladi. Masalan, anjir, anor, tok, terak, qoraqat, malina, jiyda, atirgul hamda issiqhonalarda o’stiriladigan
gularning aksariati qismi qalamchasidan
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ko’paytirladi.
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O`qituvchi faoliyati.
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O`quvchi faoliyati.
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IV
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Kutiladigan natijalar.
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Mavzuga oid yangi ma`lumotlarni o`quvchilarga yetkazishda yangi texnologiyalardan foydalaniladi hamda
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O’quvchilar bilim oladilar ,mavzuni
o’zlashtiradilar, hamda og’zaki nutqini rivojlantiradi.
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og’zaki nutqini rivojlantiradi.
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O`qituvchi faoliyati.
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O`quvchi faoliyati.
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1.O`tilgan darsni tahlil
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Mavzuga doir mavjud
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qiladi va o`zini baholaydi.
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bo’shliqlarni to’ldiradi
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Kelgusidagi
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2.Kelgusida shu mavzuni
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,qo’shimcha
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V
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rejalar.
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yanada qiziqarli bo`lishini
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ma’lumotlarga ega
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ta`minlaydi .
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bo’ladi hamda yangi
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3.Yangi metodlar va
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tushunchalarni va
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g`oyalarni o`ylab topadi.
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vazifalarini do`stlari
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bilan o`rtoqlashadi.
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Darsning texnologik bosqichlari
N
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Darsning bosqichlari
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Vaqti. (min)
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O`qituvchi faoliyati
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Oquvchi faoliyati.
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I
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Tashkiliy qisim
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3
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1. Sinfning tozaligiga e`tibor beradi. 2.Salomlashadi. 3.Davomatni aniqlaydi. 4.Sinifni darsga
tayyorlaydi.
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1. O`qituvchi bilan salomlashadi. 2.Darsga tayyorgarlik ko`radi.
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O`qituvchi o`tilgan
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O`quvchilar nazorat
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mavzuni 3 ta metod
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topshiriqlariga
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yordamida so`rab
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tayyorgarlik ko`radilar
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II
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O`tilgan mavzuni
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12.
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olinadi.
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va faol qatnashadilar.
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so`rash va
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1.Moychechak.
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Nazorat topshiriqlarini
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xulosalash.
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2.Jadvalni
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bajaradilar va olgan
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to’ldiring.
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baholari bilan
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3.Bliss so’rov.
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tanishadilar.
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O`qituvchi
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o`quvchilarning
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bergan javoblarini
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xulosalaydi,yakunla
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ydi va olgan
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baholari bilan
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tanishtiradi. Yangi
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mavzuning nomini
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doskaga yozadi.
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Ko`rgazmali,
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O`qituvchi ma`ruzasini
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og`zaki, suhbat
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tinglaydilar va kerakli
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usulida
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ma`lumotlarni
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tushuntiriladi.
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daftarlariga yozadilar.
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Reja:
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O`qituvchi
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1 Vegetativ
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hamkorligida yangi
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Yangi mavzuning
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10.
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ko’payish haqida
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mavzuni
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III
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bayoni.
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tushuncha.
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o`zlashtiradilar.
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2. Yovvoyi
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o’simliklarning
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vegetative
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ko’payishi.
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3. Madaniy
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o’simliklarning
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vegetative
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ko’payishi.
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O`qituvchi
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O`quvchilar berilagan
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o`quvchilarning
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nazorat topshiriqlarini
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yangi mavzu
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guruhlarga bo`lingan
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bo`yicha
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holda bajaradilar va
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o`zlashtirgan
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natijalari bilan
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Yangi mavzuni
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15.
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bilimlarini 4 ta
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tanishadilar.
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IV.
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mustahkamlash.
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nazorat topshiriqlari
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yordamida
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baholaydi
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4. Kaster metodi
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5.Test.
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6.Bliss so’rov.
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V
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Darsni yakunlash
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5.
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1.O`tilgan mazu
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1. Yangi mavzini
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bo`yicha xulosa
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o`qituvchi yordamida
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qilinadi.
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xulosalaydi.
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2.Uyga vazifa
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2.Olgan baholari bilan
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berilad.
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tanishadilar.
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3.O`quvchilarning
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3.Olgan baholarini
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darsda erishgan
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kundalik daftarlariga
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natijalarini izohlaydi
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qo`ydiradilar.
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va e`lon qiladi.
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4.Uyga vazifani
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yozadilar.
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II bosqich O`tilgan mavzuni so`rash va hulosalash.
1- nazorat topshirig`I Moychechak metodi. O`quvchi tarqatmasi.
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)
1- nazorat topshirig`I Moychechak metodi. O`qituvchi tarqatmasi.
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)
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