რაოდენობრივი კვლევის მეთოდები სოციალურ მეცნიერებებში
- Home
- ელ-ბიბლიოთეკა
- რაოდენობრივი კვლევის მეთოდები სოციალურ მეცნიერებებში
რაოდენობრივი კვლევის მეთოდები სოციალურ მეცნიერებებში
![](data:image/png;base64,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)
წიგნში გაეცნობით რაოდენობრივ მეთოდებს, მონაცემების მოპოვებას, შერჩევას, ანალიზს და სხვა.
გადმოწერა