Geometri251 views·Updated Jun 21, 2026·1 page

Özel Üçgenler ve Öklid Bağıntıları Konu Öğrenimi

Tahirismail Sidal@tahirismailsida

Dik üçgenlerle ilgili özel durumlar ve ökçid bağıntıları, geometri sorularında...

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# KENARLARINA GORE DEL DIR EGGENLER

A

3६
5t

B2C

A

321

39

172

82

B 12とC

B 152 C

3t.

A

A

252 と
5

B 242 C B22 C

8 ÖKLİD BAĞINT

Özel Dik Üçgenler ve Ökçid Bağıntıları

Geometride bazı dik üçgenler o kadar sık kullanılır ki, kenar oranlarını ezberlemen büyük avantaj sağlar. İlk örneklerde 3t-4t-5t, 5t-12t-13t gibi pitagor üçlüleri görüyorsun - bunlar her zaman dik üçgen oluşturur.

Ökçid bağıntıları ise dik üçgende yükseklik çizdiğinde ortaya çıkan süper pratik formüller. Bu formüllerle bilinmeyen kenarları kolayca bulabilirsin.

En önemli üç formülü şöyle: h² = p.c (yüksekliğin karesi), hipotenüsün parçalarıyla ilgili c² = p. $p+t$ ve b² = t. $p+t$ , ve son olarak a.h = b.c (alan formülü).

İpucu: Bu formülleri sorularda direkt kullanabilirsin - ispat etmene gerek yok!

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