[color=#ff0000]ETKİNLİK 3[/color][br]Bu etkinlik [b]Sena ÖZDİL, Beyza SARI, Ahmet CEYLAN, Emre TAN ve Beyza Betül BAHADIR [/b]tarafından hazırlanmıştır.[color=#ff0000][br][br][br]Yüzde, Kesir ve Ondalık Gösterim İlişkisi[/color][br]Emre Bey ile eşi Ayşe Hanım ev kredisi almak için bankaya gitmişlerdir. Banka çalışanı evin fiyatının 1/4’ini ödedikleri takdirde kalan kısım için onlara kredi verebileceklerini söylemiştir. Banka çalışanının söylediklerinden Emre Bey, ödemeleri gereken miktarın tüm miktarın %25’i, Ayşe Hanım ise 0,25’i olduğunu anlamıştır. Sizce hangisinin anladığı doğrudur? Düşününüz.
[b][color=#ff0000]YÖNERGE[/color][/b][br]Yüzde, kesir ve ondalık gösterim ilişkisini keşfetmek için Geogebra etkinliğindeki[b] [color=#ff0000]"Satırlar" [/color][/b]ve[b] [color=#ff0000]"Sütunlar"[/color] [/b]sürgüsünü hareket ettirerek inceleyiniz. [br]Sol alt köşedeki ok simgesine basarak etkinliği canlandırabilirsiniz.
Aşağıdaki yüzlük kart modelinde mavi renge boyalı birim karelerin tüm birim karelerin kaçta kaçı olduğunu yüzdelik, kesir ve ondalık gösterimle ifade ediniz.[br][br][color=#ff7700][b]YÜZDELİK:.................[br]KESİR: ..........[br]ONDALIK GÖSTERİM:.............[br][br][/b][/color][img]data:image/png;base64,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[/img]
[b][color=#ff7700]YÜZDELİK: [/color][/b][b]%36[color=#ff7700][br]KESİR: [/color][/b][b]36/100[color=#ff7700][br]ONDALIK GÖSTERİM: [/color]0.36[/b]
Beyza Hanım yaptığı aşurelerin 5/4 ’ünü komşularına dağıtmıştır. 5/4 kesrini ondalık gösterim ve yüzdelik olarak ifade edelim.[br][img]data:image/png;base64,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[/img]
[color=#ff0000]ONDALIK GÖSTERİM:[/color] 0.8[br][color=#ff0000]YÜZDE:[/color] %80
Toplamda 80 litre su alabilen bir havuz tamamen doluyken 12 saatte boşalmaktadır. Havuzun %25´i dolu iken ne kadar sürede boşalır?
Bir mağazadaki ürünlere %15 indirim uygulanmaktadır. %15’i ondalık gösterim ve kesirle ifade edilmiş hali aşağıdakilerden hangisidir?
Bir bahçedeki çiçeklerin 0,32’si menekşe,%35’i gül ve kalanlar ise papatyadır. Buna[br]göre aşağıdaki ifadelerden hangileri doğrudur?[br]I. Bahçede en fazla gül vardır.[br]II. Bahçede en az menekşe vardır.[br]III. Bahçedeki papatyaların ve menekşelerin sayıları eşittir.