Fatma

[size=200][color=#e69138]KARE PRİZMA[/color][/size][color=#ff0000][size=200][br]GİRİŞ:[br][/size][/color]
Yukarıda bulunan resimlerdeki cisimlerin ortak özelikleri nelerdir, sınıfla tartışınız ve tartışma notlarınızı aşağıya yazınız.
[size=200][color=#ff0000]KEŞFETME:[/color][/size]
Yukarıdaki geometrik cismi sürgü yardımıyla açıp inceleyiniz.
Yukarıdaki geometrik cismi sürgü yardımıyla açıp açılımdaki yeni oluşan geometrik cisimlerin isimlerini aşağıdaki boşluğa not alın.
Yukarıdaki geometrik cisme benzeyen cisimlere günlük hayattan örnekler veriniz.
[size=200][color=#ff0000]AÇIKLAMA:[/color][/size]
[size=200][color=#ff0000]DERİNLEŞTİRME:[/color][/size]
Aşağıda verilen talimatlara uyarak istenilen şekilleri yapınız.
[icon]/images/ggb/toolbar/mode_regularpolygon.png[/icon] simgesine tıklayarak x ekseninde 3 birimlik hareket edin.[br][icon]/images/ggb/toolbar/mode_conify.png[/icon] simgesine tıklayıp ekranın sağ tarafında ki grafikte düzlemdeki kareyi 4 birim yukarı doğru hareket ettirin.[br][icon]/images/ggb/toolbar/mode_net.png[/icon] simgesine tıklayıp sağ taraftaki grafiğe tıklayarak elde ettiğiniz geometrik cismin düzlemdeki halini inceleyiniz.[br][icon]/images/ggb/toolbar/mode_buttonaction.png[/icon] tuşuna tıklayıp sağ taraftaki grafiğe geçerek cismi hareket ettirerek farklı yönlerden inceleyiniz.
[size=200][color=#ff0000]DEĞERLENDİRME:[/color][/size]
[img]data:image/png;base64,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[/img]
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[/img]
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[/img]
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