ADENOZİNE BİR FOSFAT GRUBUNUN BAĞLANMASI İLE NE OLUŞUR?
ADENOZİN MONOFOSFAT
ENZİMİN ETKİ ETTİĞİ MADDEYE NE AD VERİLİR?
SUBSTRAT
DİSAKKARİTLER NASIL OLUŞUR?
İKİ MOLEKÜL HEKSOZUN GLİKOZİT BAĞI İLE BİRLEŞMESİ SONUCU OLUŞUR.
TÜM CANLILAR PROTEİN SENTEZİ YAPAR MI?
EVET
CANLILAR ARASINDAKİ ORGANİZASYONU KÜÇÜKTEN BÜYÜĞE DOĞRU SIRALAYINIZ
1.ATOM
2.MOLEKÜL
3.ORGANEL
4.HÜCRE
5.DOKU
6.ORGAN
7.ORGANİZMA
DEFOSFORİLASYON NEDİR?
ATP DEKİ YÜKSEK ENERJİLİ BAĞLARIN KOPARILMASINA DENİR.
AKTİVATÖR VE İNHİBİTÖRÜ AÇIKLAYINIZ
AKTİVATÖR: Enzimin aktivitesini artıran maddelerdir. Bazıları enzimin aktif bölgesinin daha da aktifleşmesini sağlarken bazıları substratın enzime bağlanmasını kolaylaştırır.
İNHİBİTÖR: Enzim etkinliğini yavaşlatan ya da durduran maddelerdir. Bazıları enzimin aktif bölgesine bağlanarak aktiviteyi engeller. Bazıları ise substrat yerine enzime bağlanarak substratın bağlanmasını engeller.
DOYMAMIŞ YAĞ ASİTLERİNE ÜÇ ÖRNEK VERİNİZ
AYÇİÇEK YAĞI, MISIR YAĞI, SOYA YAĞI, ZEYTİN YAĞI
HOMEOSTASİYİ AÇIKLAYARAK İKİ ÖRNEK VERİNİZ
Bir canlının anlık olarak değişen çevre şartlarına karşı vücudunda meydana gelmiş olan kısa süreli değişikliklerdir. Canlılar hayatta kalabilmek için yaşadıkları çevre ile vücutlarını denge halinde tutmak zorundadır.
✔ Hava ısındığında terleme yaparak vücut sıcaklığının yükselmesinin engellenmesi,
✔ Hava basıncının düşmesi durumunda iç basıncın dengelenmesi amacı ile kulakların tıkanması.
HÜCRE TÜRLERİNİ YAZINIZ
1)
2)

1) ÖKARYOT
2)PROKARYOT
Aşağıda ATP nin yapısını oluşturan moleküller ve bağlar numaralarla gösterilmiştir.

Buna göre, numaralanmış kısımların isimlerini yazınız.
1:ORGANİK BAZ
2:RİBOZ
3:ADENOZİN NÜKLEOZİT
4:YÜKSEK ENERJİLİ FOSFAT BAĞLARI
5:ESTER BAĞI
6:GLİKOZİT BAĞI
"Enzimler isimlendirilirken genellikle aktif enzimlerin sonuna –az; pasif enzimlerin sonuna –jen eki getirilir." DOĞRU MUDUR, YANLIŞ MIDIR?
DOĞRUDUR
DEOKSİRİBOZUN RİBOZDAN FARKI NEDİR?
DEOKSİRİBOZUN BİR OKSİJEN ATOMUNUN EKSİK OLMASIDIR
BOŞLUKLARI DOLDURUNUZ
1:OTOTROF
2:HETEROTROF
3:FOTOOTOTROF
4:OTOTROF,HETEROTROF
CANLILARIN 6 ALEMİ NEDİR?
BAKTERİ ALEMİ,HAYVANLAR ALEMİ,BİTKİLER ALEMİ,PROTİSTA ALEMİ,ARKEBAKTERİLER ALEMİ,MANTARLAR ALEMİ.
ENDERGONİK REAKSİYONLARA ÖRNEK VERİNİZ.
BİYOSENTEZ OLAYLARI
KAS FAALİYETLERİ
AKTİF TAŞIMA
SİNİRSEL İLETİM


1,2 VE 3 NUMARA İLE BELİRTİLMİŞ YERLERE UYGUN KAVRAMLARI YERLEŞTİRİNİZ.<img data-fr-image-pasted="true" 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
1- ENZİM
2- DİPEPTİT
3- PEPTİT BAĞI
ANABOLİZMAYA 5 ÖRNEK VERİNİZ
Fotosentez
Nükleik Asit sentezi
Yağ sentezi
Kompleks şekerlerin sentezi
Protein sentezi
DNA sentezi
Dehidrasyon
Kemosentez
YÜZEY GERİLİMİ NASIL OLUR?
SUYUN HAVA İLE TEMASTA OLAN YÜZEYİNİ KIRMAK ZORDUR ÇÜNKÜ, YÜZEYDEKİ SU MOLEKÜLLERİ ALTINDAKİ DİĞER SU MOLEKÜLLERİNE DE HİDROJEN BAĞI İLE BAĞLIDIR.YÜZEY GERİLİMİ BU SAYEDE OLUR.
I. YAPISINDA ÜÇ FOSFAT MOLEKÜLÜ BULUNUR
II. ÜÇ TANE ZAYIF HİDROJEN BAĞI BULUNUR
III. ATP SENTEZİNDE FOSFORİLASYON YIKIMINA DEFOSFORİLASYON DENİR
YUKARIDA VERİLEN ÖZELLİKLERDEN HANGİLERİ DOĞRUDUR?
I-III

A)Enzimler reaksiyonun sonunda değişmeden çıkar.
B)Enzimler tersinir çalışabilir.
C)Enzimler hücre içinde ve dışında çalışabilir.
D)Enzimler reaksiyonları çok hızlı gerçekleştirir.
E)Enzimler takım halinde çalışabilir.
C DOĞRU CEVAPTIR
KUATERNER YAPI NEDİR?
İKİ YA DA DAHA FAZLA POLİPEPTİT ZİNCİRİNİN BİRLEŞMESİ İLE OLUŞAN PROTEİN FORMU.
BAKTERİLERİN TEK ORGANELİ NEDİR?
RİBOZOM
TAMPON BİLEŞİKLERİN KANIMIZIN PH DEĞERİNDEKİ ROLÜNÜ DETAYLI BİR ŞEKİLDE AÇIKLAYINIZ.
KANIMIZIN PH I 7.4 CİVARINDADIR. KAN PH I DÜŞEN YA DA YÜKSELEN BİR İNSAN HAYATTA KALAMAZ. KANDA BULUNAN KARBONİK ASİT GİBİ TAMPON BİLEŞİKLER PH DAKİ DALGALANMAYI ÖNLER.