სოციოლოგიური კვლევის თვისებრივი მეთოდები
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სოციოლოგიური კვლევის თვისებრივი მეთოდები
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)
წიგნში გაეცნობით სოციოლოგიური კვლევის თვისებრივ მეთოდებს, ემპირიულ კვლევას, მონაცემების მოპოვებას, ანალიზს, პრეზენტაციას.
გადმოწერა