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Chirchiq Davlat Pedagogika universiteti Matematika va
Informatika fakulteti Matematika va Informatika yo`nalishi
22/3-guruhi talabasi Tojiyeva Nazokat 36-umumiy o`rta
ta`lim maktabida olib borgan pedagogik amaliyoti bo`yicha
yozgan
7-sinf geometriya fanidan
“Uchburchak tengligining ikkinchi (BTB) alomati” mavzusida
bir soatlik dars taqdimoti
 Tezkor savol-javob
 Geometriya so’zining ma’nosi.
 Tekislikdagi geometrik shakllarning xossasini
o’rganuvchi geometriyaning bo’limi.
 Nilni jilovlagan o’zbek allomasi.
 Geometriyaning asosiy tushunchalari.
 Ikki nuqtadan nechta to’g’ri chiziq o’tkazish
mumkin?
 Bitta nuqtadan nechta to’g’ri chiziq o’tkazish
mumkin?
 To’g’ri chiziqning ikki nuqtasi orasidagi qismi.
 To’g’ri chiziqning bir nuqtasidan bir tomondagi
qismi.
 Nuqta va undan chiquvchi ikki nurdan iborat
shakl.
 Burchakni uchidan chiqib, uni teng ikkiga bo’luchi
nur.
 Burchak o’lchash asbobi
 Burchak o’lchov birligi
 Yoyiq burchak necha gradus
 To’g’ri burchak necha gradus
 To’g’ri burchakdan katta burchak
 To’g’ri burchakdan kichik burchak
 Ikki to’g’ri chiziq kesishishidan hosil bo’lgan teng
burchaklar
 Qo’shni burchaklar yig’indisi
 Hamma tomoni teng uchburchak
 Ikki tomoni teng uchburchak
 Uchburchakning uchidan qarshisidagi tomoniga
tushirilgan perpendikulyar
 Uchburchakning uchini qarshisidagi tomoni o’rtasi
bilan tutashtiruvchi kesma
 Biror nuqtadan teng uzoqlashgan nuqtalardan
iborat yopiq shakl
 Aylana markazidan ixtiyoriy nuqtasigacha masofa
 Aylanani ixtiyoriy ikki nuqtasini tutashtiruvchi
kesma
 Aylana chizuvchi asbob
 Tekislikda kesishmaydigan to’g’ri chiziqlar
Bumerang usuli
Boshqotirma usuli
Javoblarni tekshiramiz
Rasmlardan uchburchak
turlarini aniqlang:
A
C
V
K L
M
P
F
S
R
H
D
U
Sinkveyn metodi
1. Sodda yopiq siniq chiziq
2. Ikki tomoni teng
3. Asosidagi burchaklari teng
4. Asosiga tushirilgan bissektrisa ham mediana, ham
balandlik bo`ladi
5. Teng yonli uchburchak bo`ladi
 (Uchburchaklar tengligining BTB alomati).
Agar bir uchburchakning bir
tomoni va unga yopishgan ikki burchagi mos ravishda ikkinchi
uchburchakning
bir tomoni va unga yopishgan ikki burchagiga teng bo`lsa, bunday
uchburchaklar o`zaro teng bo`ladi .
 <BAD=<CAD va <CDA=<BDA
AD tomon umumiy. AD tomomnga yopishgan burchaklar teng
Demak BTB asosan ΔADB= ΔADC ekan
 o
 CO=OD VA <ACO=<BDO, AC=4, BD-?
 <COA va <DOB vertikal. Demak ular teng. BTB ga asosan ΔAOC=
ΔBOD ekan, demak BD=AC=4 . X=4
Darsga yakun yasash
Uchburchak
Elementlari
Tomonlariga
ko`ra turlari
Burchaklariga
ko`ra turlari
 Kaftimda turgan ushbu yum-yumaloq jism shar
 Qarang, ona zaminni shu sharga o`xshatishar.
 Geometrik figura sharning o`zi aslida
 Lekin yomonlar uni toptamoqlik qasdida.
 Sharning tenlamasi-chi , yechilgan allaqachon,
 Kelajaging tenglamasin, yechishga bordir imkon.
 Ishonchim komil, uni topa olasan yechimin,
 Hech qanday kuch yengolmas, intilishing kuchini.
 Yerning har nuqtasiga ekkin chiroyli gullar.
 Sen sabab ko`zimizga chiroyli ko`rinsin shar.
 Sharning sirti, hajmini hisoblash qiyin emas,
 Baxtimizga shar sirti tinchu, omon bo`lsa bas!
UYGA VAZIFA

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7-sinf Geometriya fanidan Uchburchak tengligining ikkinchi (BTB) alomati dars taqdimoti.pptx

  • 1. Chirchiq Davlat Pedagogika universiteti Matematika va Informatika fakulteti Matematika va Informatika yo`nalishi 22/3-guruhi talabasi Tojiyeva Nazokat 36-umumiy o`rta ta`lim maktabida olib borgan pedagogik amaliyoti bo`yicha yozgan 7-sinf geometriya fanidan “Uchburchak tengligining ikkinchi (BTB) alomati” mavzusida bir soatlik dars taqdimoti
  • 2.  Tezkor savol-javob  Geometriya so’zining ma’nosi.  Tekislikdagi geometrik shakllarning xossasini o’rganuvchi geometriyaning bo’limi.  Nilni jilovlagan o’zbek allomasi.  Geometriyaning asosiy tushunchalari.  Ikki nuqtadan nechta to’g’ri chiziq o’tkazish mumkin?  Bitta nuqtadan nechta to’g’ri chiziq o’tkazish mumkin?  To’g’ri chiziqning ikki nuqtasi orasidagi qismi.  To’g’ri chiziqning bir nuqtasidan bir tomondagi qismi.  Nuqta va undan chiquvchi ikki nurdan iborat shakl.  Burchakni uchidan chiqib, uni teng ikkiga bo’luchi nur.  Burchak o’lchash asbobi  Burchak o’lchov birligi  Yoyiq burchak necha gradus  To’g’ri burchak necha gradus  To’g’ri burchakdan katta burchak  To’g’ri burchakdan kichik burchak  Ikki to’g’ri chiziq kesishishidan hosil bo’lgan teng burchaklar  Qo’shni burchaklar yig’indisi  Hamma tomoni teng uchburchak  Ikki tomoni teng uchburchak  Uchburchakning uchidan qarshisidagi tomoniga tushirilgan perpendikulyar  Uchburchakning uchini qarshisidagi tomoni o’rtasi bilan tutashtiruvchi kesma  Biror nuqtadan teng uzoqlashgan nuqtalardan iborat yopiq shakl  Aylana markazidan ixtiyoriy nuqtasigacha masofa  Aylanani ixtiyoriy ikki nuqtasini tutashtiruvchi kesma  Aylana chizuvchi asbob  Tekislikda kesishmaydigan to’g’ri chiziqlar
  • 4.
  • 8. Sinkveyn metodi 1. Sodda yopiq siniq chiziq 2. Ikki tomoni teng 3. Asosidagi burchaklari teng 4. Asosiga tushirilgan bissektrisa ham mediana, ham balandlik bo`ladi 5. Teng yonli uchburchak bo`ladi
  • 9.  (Uchburchaklar tengligining BTB alomati). Agar bir uchburchakning bir tomoni va unga yopishgan ikki burchagi mos ravishda ikkinchi uchburchakning bir tomoni va unga yopishgan ikki burchagiga teng bo`lsa, bunday uchburchaklar o`zaro teng bo`ladi .
  • 10.
  • 11.
  • 12.
  • 13.
  • 14.
  • 15.  <BAD=<CAD va <CDA=<BDA AD tomon umumiy. AD tomomnga yopishgan burchaklar teng Demak BTB asosan ΔADB= ΔADC ekan
  • 16.  o  CO=OD VA <ACO=<BDO, AC=4, BD-?  <COA va <DOB vertikal. Demak ular teng. BTB ga asosan ΔAOC= ΔBOD ekan, demak BD=AC=4 . X=4
  • 17.
  • 19.  Kaftimda turgan ushbu yum-yumaloq jism shar  Qarang, ona zaminni shu sharga o`xshatishar.  Geometrik figura sharning o`zi aslida  Lekin yomonlar uni toptamoqlik qasdida.  Sharning tenlamasi-chi , yechilgan allaqachon,  Kelajaging tenglamasin, yechishga bordir imkon.  Ishonchim komil, uni topa olasan yechimin,  Hech qanday kuch yengolmas, intilishing kuchini.  Yerning har nuqtasiga ekkin chiroyli gullar.  Sen sabab ko`zimizga chiroyli ko`rinsin shar.  Sharning sirti, hajmini hisoblash qiyin emas,  Baxtimizga shar sirti tinchu, omon bo`lsa bas!