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Özellikle beş ve on'un katlarının karelerini hesaplama yöntemleri detaylı olarak anlatılmaktadır."]},"endTime":525,"title":"Sayıların Karesini Kolay Yoldan Hesaplama Yöntemleri","beginTime":0}],"fullResult":[{"index":0,"title":"Sonu Beş ile Biten Sayıların Karesi","list":{"type":"unordered","items":["Sonu beş ile biten sayıların karesini hesaplamak için sayının bir fazlasını alıp, bu sayıyı kendisiyle çarpıp, sonucun yanına 25 eklemek yeterlidir.","Örneğin, 25² = 2×36² = 36² + 25 = 9025, 99² = 9×10² = 900² + 90² = 9025.","Bu yöntem iki basamaklı veya üç basamaklı sayılar için de geçerlidir."]},"beginTime":25,"endTime":132,"href":"/video/preview/14907024932127966694?parent-reqid=1769051005835141-7940409724557430820-balancer-l7leveler-kubr-yp-sas-92-BAL&text=Mathswithmurad&t=25&ask_summarization=1"},{"index":1,"title":"Sonu Sıfırla Biten Sayıların Karesi","list":{"type":"unordered","items":["Sonu sıfırla biten sayıların karesini hesaplamak için sayının karesini alıp, sayının basamak sayısına göre sıfır eklemek yeterlidir.","Örneğin, 2² = 4, 20² = 4000² = 4000000000000000000000000000² = 10000² = 1000000000000² = 10000² = 1000000000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 10000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 1000² = 100"]},"beginTime":132,"endTime":525,"href":"/video/preview/14907024932127966694?parent-reqid=1769051005835141-7940409724557430820-balancer-l7leveler-kubr-yp-sas-92-BAL&text=Mathswithmurad&t=132&ask_summarization=1"}],"linkTemplate":"/video/preview/14907024932127966694?parent-reqid=1769051005835141-7940409724557430820-balancer-l7leveler-kubr-yp-sas-92-BAL&text=Mathswithmurad&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"Bir Sayının Karesini Çook Kolay Yoldan 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to my Channel Mathematics wit Sir Daud your destination for clear and comprehensive Math Lectures! 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