SQL ROWCOUNT Kullanımı

Kulanıcı Adı
31.03.2020
0

<h1>SQL ROWCOUNT NEDİR ? </h1> <h1>SQL RowCount ilgili tabloda kaç kayıt olduğunu söyleyen komuttur. Kullanımı gayet kolay, tabloda ki toplam satır sayısını bulmak istediğimizde kullanabiliriz. </h1> Öncelikle rows adında değişken tanımlıyorum, tablomu listeledikten sonra rows değişkenine @@ROWCOUNT komutu ile değer atıyorum. Ardından yazmış olduğum print ile tablo select olduktan sonra Messages kısmında bu değişkenin yazdırılmasını sağlıyorum. *Bu arada bir tablodan sonra print ile string bir değer yazdırırsak tablonun Results tabının hemen yanında messages kısmında bu bilgiyi okutabiliriz.   <img 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" 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