6. Sınıf Fen ve Teknoloji / Güneş Sistemi

data:image/jpeg;base64,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 
Uzayda Güneş`in ve Güneş etrafında belirli yörüngelerde dolanan gezegenlerin, gezegenlerin uydularının, kuyruklu yıldızların bulunduğu gök cisimleri topluluğuna Güneş Sistemi denir.
 Güneş Sistemi`nde bulunan gezegenler Güneş`e olan uzaklıklarına göre sırayla; Merkür, Venüs, Dünya, Mars, Jüpiter, Satürn, Uranüs ve Neptün olmak üzere 8 tanedir. (MaVDeMiJeSuN)
 
Merkür – Venüs – Dünya – Mars – Jüpiter – Satürn – Uranüs – Neptün
 
Meraklı Veli Dünya'dan Mars'a Jeton Satmaya Uçtu Neden
 
Meraklı Vedat Dünkü Maçta Jaleye Sordu Umut Nasıldı
 
Mavi Valiz Dünyadan Marsa Jet Skisiyle Uğrayıp Neptünde Patladı
 
 Güneş Sistemi`nde bulunan gezegenlerin Güneş`e olan uzaklıklarını ifade etmek için astronomi birimi (AB) kullanılır. Bir astronomi birimi, Güneş ile Dünya arasındaki uzaklığa eşittir. Buna göre bir astronomi birimi 149.600.000 km dir.

Yorumlar

Bu blogdaki popüler yayınlar

Erime, Donma, Buharlaşma, Yoğuşma, Kaynama, Kırağılaşma ve Süblimleşme-5.Sınıf Konu Anlatımı

Uzay Teknolojileri-7.sınıf fen konu anlatımı

İç salgı Bezleri ve Görevleri-6.sınıf