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Fen

06 Ocak 2016 Çarşamba

İncele

Bu soru 3 puan değerinde soruldu | 1740 Okuma

Paralork

Acemi

0 Teşekkür

1 Puanı var

1) Bir Kimyasal Tepkimede Denkleştirme Yaparken Nelere Dikkat Ederiz ?

2)Yanma tepkimesi nedir , nasıl oluşur ?

Bu 2 soruya cevap yazarsanız sevinirim acilll..

5

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Fen

06 Ocak 2016 Çarşamba

İncele

Bu soru 4 puan değerinde soruldu | 1542 Okuma

gokaygunes54

Acemi

0 Teşekkür

2 Puanı var

arkadaşlar acil arabayı itiklemek potansiyel enerjimi yoksa kinetik enerjimi acill

3

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İlginç Bilgiler

06 Ocak 2016 Çarşamba

İncele

Bu soru 2 puan değerinde soruldu | 2058 Okuma

musa-kara

Dahi

22 Teşekkür

526 Puanı var

bu aslında dönmüyor gözümüz yanılıyor

6

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Fen

06 Ocak 2016 Çarşamba

İncele

Bu soru 4 puan değerinde soruldu | 4462 Okuma

12zeynep1

Acemi

0 Teşekkür

1 Puanı var

fen ve teknoloji dersinden projem var yarına yetişmesi gerek konum ise göz maketi nasıl yapabilirim ne olur yardım edin

6

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Genel

06 Ocak 2016 Çarşamba

İncele

Bu soru 4 puan değerinde soruldu | 1569 Okuma

stellastar010

Acemi

0 Teşekkür

1 Puanı var

merhqaba soru somamın ne anlamı var cevap vermiyosunuz

8

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Fen

06 Ocak 2016 Çarşamba

İncele

Bu soru 4 puan değerinde soruldu | 1486 Okuma

sillycreature

Çırak

5 Teşekkür

73 Puanı var

sürtünme kuvvetinin olumlu ve olumsuz etkileri nelerdir?
maddeler halinde yazarsanız sevinirim :)

2

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Matematik

06 Ocak 2016 Çarşamba

İncele

Bu soru 3 puan değerinde soruldu | 1843 Okuma

Simay-Isbilen

Çırak

4 Teşekkür

82 Puanı var

(a+2)y = (2a+16)x + (a+5) doğrusu orjinden geçen bir doğru olduğuna göre aş verilen noktalardan hangisi bu doğru üzerinde değildirr?
A) (-2,4) B) (3,-6) C) (8,-4) D) (-5,10)

2

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Matematik

06 Ocak 2016 Çarşamba

İncele

Bu soru 4 puan değerinde soruldu | 1847 Okuma

Simay-Isbilen

Çırak

4 Teşekkür

82 Puanı var

2x-y-11=0 doğrusu ile 3x+2y+1=0 doğrularının kesim noktasının x eksenine uzaklığı kaç birimdir?
A) 3
B)4
C)5
D)6
ÇÖZEMEDİM LÜTFEN YARDIMMMM

5

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Genel

06 Ocak 2016 Çarşamba

İncele

Bu soru 4 puan değerinde soruldu | 1736 Okuma

besiktas-kartal

Acemi

0 Teşekkür

3 Puanı var

Adamin basina radyo düsmüs, hiçbir sey olmamis. Neden ?

4

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Genel

06 Ocak 2016 Çarşamba

İncele

Bu soru 4 puan değerinde soruldu | 2466 Okuma

Esra-Baysak

Dahi

390 Teşekkür

5080 Puanı var

bu saç şekli çok güzel değil mi?

4

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Genel

06 Ocak 2016 Çarşamba

İncele

Bu soru 4 puan değerinde soruldu | 1573 Okuma

Esra-Baysak

Dahi

390 Teşekkür

5080 Puanı var

bu ayakkabı sizce de çok güzel değil mi

3

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Fen

06 Ocak 2016 Çarşamba

İncele

Bu soru 4 puan değerinde soruldu | 1983 Okuma

Batuhan-Pacaci

Çırak

4 Teşekkür

61 Puanı var

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

1

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İlginç Bilgiler

06 Ocak 2016 Çarşamba

İncele

Bu soru 3 puan değerinde soruldu | 2025 Okuma

Batuhan-Pacaci

Çırak

4 Teşekkür

61 Puanı var

Bu şeyi yazmam 11 saatimi aldı ama değdi.

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

7

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0

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Din

06 Ocak 2016 Çarşamba

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elifbeyza58

Acemi

0 Teşekkür

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Perşembe günü din sınavı var fatiha yı ve anlamını yazıcaktın nasıl ezberleyebilirim

6

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Batuhan-Pacaci

Çırak

4 Teşekkür

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Saati dk ve s ye km yi m cm ye dönüştürmeyi anlatirmisiniz

5

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İlginç Bilgiler

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larissa34

Acemi

4 Teşekkür

34 Puanı var

arkadaşlar zamanda ileri gidilebilir.Eğer bir karadelik etrafında 2 saat geçirirsek dünyaya döndüğümüzde 50 yıl ileri gitmiş oluruz biliyor muydunuz??

6

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larissa34

Acemi

4 Teşekkür

34 Puanı var

arkadaşlar bugün yazılım var bildiğiniz bilgiler varsa verir misiniz???

4

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0

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Türkçe

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Ece

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2 Teşekkür

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A)Sen de bizimle gel
B)Okula Ayşede gelmedi,Fatmada
Yukarıdaki cümlelerin hangisine de yanlış yazılmıştır?

13

Cevap

0

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Türkçe

06 Ocak 2016 Çarşamba

İncele

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Ece

Çırak

2 Teşekkür

65 Puanı var

A)Sen de bizimle gel
B)Okula Ayşede gelmedi,Fatmada
Yukarıdaki cümlelerin hangisine de yanlış yazılmıştır?

5

Cevap

0

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