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bài giảng thiết kế nghiên cứu điều tra - chọn mẫu

bài giảng thiết kế nghiên cứu điều tra - chọn mẫu

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2kE0 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2kE0 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Thiết kế nghiên cứu định tính

Thiết kế nghiên cứu định tính

... các đối tượng liên quan có quan điểm/ góc nhìn khác nhau – thậm chí đối lậpPhương pháp phỏng vấn (2) Các chú ý khi phân tích:–Các nhận định, kết luận sơ bộ của nhà nghiên cứu nên ghi sang một bên ... –Sau đó so sánh giữa các tình huống – tìm nguyên nhân giống và khác nhauPhương pháp tình huống (2) Phương pháp tình huống (3)Nghiên cứu tình huống cho phép phân tích sâu về một vài tổ chức....
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Từ khóa: thiết kế nghiên cứu 26sự cần thiết lựa chọn đề tài nghiên cứunội dung và vò trí dth đối với y học 2 thống kê trong nc y học số đo chỉ số 3 các kiểu thiết kế nghiên cứu 4 cách tiến hành nckh 5 hình thức trình bày nckh2 thiết kế nghiên cứu2 2 thiết kế nghiên cứuchƣơng 2 thiết kế nghiên cứuthiết kế nghiên cứu định lượngthiết kế nghiên cứu mô tảthiết kế nghiên cứu thuần tậpthiết kế nghiên cứu là gìthiết kế nghiên cứu khoa học là gìthiết kế nghiên cứu cắt ngangthiết kế nghiên cứu can thiệpthiết kế nghiên cứu khoa học xã hộithiết kế nghiên cứu thị trườngBáo cáo thực tập tại nhà thuốc tại Thành phố Hồ Chí Minh năm 2018Nghiên cứu sự biến đổi một số cytokin ở bệnh nhân xơ cứng bì hệ thốngchuyên đề điện xoay chiều theo dạngNghiên cứu sự hình thành lớp bảo vệ và khả năng chống ăn mòn của thép bền thời tiết trong điều kiện khí hậu nhiệt đới việt namMột số giải pháp nâng cao chất lượng streaming thích ứng video trên nền giao thức HTTPGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitTrả hồ sơ điều tra bổ sung đối với các tội xâm phạm sở hữu có tính chất chiếm đoạt theo pháp luật Tố tụng hình sự Việt Nam từ thực tiễn thành phố Hồ Chí Minh (Luận văn thạc sĩ)Nghiên cứu về mô hình thống kê học sâu và ứng dụng trong nhận dạng chữ viết tay hạn chếThơ nôm tứ tuyệt trào phúng hồ xuân hươngThiết kế và chế tạo mô hình biến tần (inverter) cho máy điều hòa không khíKiểm sát việc giải quyết tố giác, tin báo về tội phạm và kiến nghị khởi tố theo pháp luật tố tụng hình sự Việt Nam từ thực tiễn tỉnh Bình Định (Luận văn thạc sĩ)Giáo án Sinh học 11 bài 15: Tiêu hóa ở động vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtBÀI HOÀN CHỈNH TỔNG QUAN VỀ MẠNG XÃ HỘIĐổi mới quản lý tài chính trong hoạt động khoa học xã hội trường hợp viện hàn lâm khoa học xã hội việt namMÔN TRUYỀN THÔNG MARKETING TÍCH HỢPTÁI CHẾ NHỰA VÀ QUẢN LÝ CHẤT THẢI Ở HOA KỲQUẢN LÝ VÀ TÁI CHẾ NHỰA Ở HOA KỲ