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-(pi)<x<2(pi)
x+tanx=0 denkleminin kaç kökü vardır?
cevap:4 kaynak belirsiz
-- Herkes cennete gitmek ister ama kimse ölmek istemez...
eylem
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Dec 14, 2006, 10:02:56 AM12/14/06
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to tmoz
y=tanx ile y=-x denklemlerinin grafiğini çizerseniz 4 noktada kesiştiklerini görürsünüz. Ya da (-180,-90) (-90,90) (90,270) (270,360) aralıklarında birer kökü vardır da denebilir.
Yasin Temizkan
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Dec 15, 2006, 12:42:55 AM12/15/06
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hocam peki cebirsel olarak o köklere nasıl ulaşabiliriz?
ibrahim kuscuoglu
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Dec 15, 2006, 2:37:01 AM12/15/06
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Newton teğetler yada kirişler yöntemiyle.Nümerik analiz dersinde görülmüştü.
Yasin Temizkan
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Dec 15, 2006, 1:34:48 PM12/15/06
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bu soruyu lise 2 öğrencilerine okullarında dağıtılan bir dökümandan aldım ama üzerinde hangi yayın olduğuna dair bir bilgi yoktu :((
resul guven
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Dec 15, 2006, 1:41:52 PM12/15/06
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