6 Sosyal Ders Kitabı 110. Sayfa Cevapları

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18 Eki 2007
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6 Sosyal Ders Kitabı 110. Sayfa Cevapları

Çoktan Seçmeli
Aşağıda verilen soruların cevabı olan seçeneği işaretleyiniz.
1. Bir madenin fazla olduğu bölgede aşağıdaki ekonomik faaliyetlerin hangisini yapmak doğru olur?
A) Madeni işletmek
B) Madenin olduğu alanın yakınına otel yapmak
C) Tarım faaliyetinde bulunmak
D) Bu bölgede yerleşim alanı oluşturmak

2. I. Yakacak ve ham madde kaynağıdır.
II. Hava kirliliğini ve gürültüyü önler.
III. Yağış miktarının artmasını sağlar.
Yukarıdakilerden hangileri ormanların faydalarındandır?
A) Yalnız I
B) I ve II
C) II ve III
D) I, II ve III

3. Kaynaklarla ekonomik faaliyetler arasındaki ilişki hangi seçenekte yanlış verilmiştir?
A) Maden demir çelik fabrikası
B) Orman mobilyacılık
C) Deniz ürünleri turizmcilik
D) Su elektrik üretimi

4. Aşağıdaki kavramlardan hangisi ekonomi ile ilgilidir?
A) Beşerî ortam
B) Etkileşim
C) Endüstrileşme
D) Varsayım

5.http://data:image/png;base64,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

Yukarıdaki Türkiye haritasında kaç numaralı merkezde turizm; tarihî kalıntılara, millî parklara ve doğal plajlara bağlı olarak daha çok gelişmiştir?
A) I
B) II
C) III
D) IV
 
Üst