KONUYU İNDİRMEK İÇİN TIKLAYIN.
ÇARPIM SEMBOLÜ
r ile n birer tam sayı,
olmak üzere,
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVEuoN23_1Zb_FpTDEYDl66K9qCt1DeZjUiQ2uzma9LXlNMMj3AZRvBk32CYZpmeh6St8nYZygwaFGIHLE6wjo7Y7M1ixm9rNbw5My6YMsV0sgYY2ebBdi7frsTKMGRK2DHmJrc5FLEiY/s1600/z.gif)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_qjQbpAHXNa12a_eMvN5NCBoML6ZORQjxEdZ-xGoNMqoJrTTobeBkW1sNwR0-OWFCDvlrRNQTzK178CH-rfiXEjHAxtorKHxxZephDqhCQHT0HJy4OOA1tGMealVPEcHIc4GXtYaMIxI/s1600/z.gif)
terimlerinin çarpımını,
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpqxRFt4M67SZ0TGQmnUF-PWY7SifE0HvePZwhg4hq2BOQF4VhTfA76gUt8hyphenhyphenLlOphFXnLTRAqG_hpJI2nziukKGSS1qOF_e7Pw9wwjQEksVjyjx8wzsnUlMrI5EKjdWdPLaX6PSwXdpo/s1600/z.gif)
biçiminde gösteririz.
ifadesi “k eşittir r den n ye kadar ak sayılarının çarpımı” biçiminde okunur.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtvZiWGMh5BE3rBD3Z_vBTYIMi0y86OtycFLQbM7YU6WMUtF25_H-S3OvkbAEJ0lK9brz9A2NuSLOHJ16vRzvn4btT7BSnTW11is3D1qv5s67ku3-gc3o5NpDm76SaTrT4EOhL32jqrW8/s1600/z.gif)
B. ÇARPIM SEMBOLÜNÜN ÖZELLİKLERİ
Kural
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Kural
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Özellik
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