BẢI GIẢNG: PHÂN TÍCH THỊ TRƯỜNG

... CHÚ BÀI GIẢNG 2 PHÂN TÍCH THỊ TRƯỜNG 1. THỊ TRƯỜNG LÀ GÌ? Thò trường là một đònh chế hay một cơ chế đưa người bán và người mua hàng hóa và dòch vụ cụ thể lại với nhau. Thò trường tạo nên ... với sự phân bổ các nguồn lực của nền kinh tế. Cơ chế thò trường cạnh tranh cũng tạo ra môi trường thuận lợi cho sự tiến bộ công nghệ và tích lũy vốn. ‘Bàn tay vô hình’ Một thò trường tự ... hướng đến điểm cân bằng. Lập luận ủng hộ cơ chế thò trường Cơ chế thò trường có hai ưu điểm nổi bật • Phân bổ hiệu quả: Cơ chế thò trường cạnh tranh hướng các nguồn lực vào việc sản xuất...

... Phân tích sắc ký được ứng dụng để tách phân li, phân tích nhiều hợp chất khác nhau, vô cơ cũng như hữu cơ, đặc biệt là phân tích các hợp chất hữu cơ. Phương pháp này có thể tách và phân tích ... chức năng phân ly các chùm bức xạ đa sắc thành tia đơn sắc. PHÂN TÍCH MÔI TRƯỜNGBộ môn: Kỹ thuật môi trường Khoa Quản lý công nghiệp và Môi trường  là nồng độ của nguyên tố phân tích mà ... trình xây dựng chỉ thị môi trường và các tiêu chí lựa chọn chỉ thị môi trường: Quá trình xây dựng chỉ thị môi trường: Theo GS.Lê Thạc Cán: Trong quá trình xác định các chỉ thị phù hợp và khả...

... trình xây dựng chỉ thị môi trường và các tiêu chí lựa chọn chỉ thị môi trường: Quá trình xây dựng chỉ thị môi trường: Theo GS.Lê Thạc Cán: Trong quá trình xác định các chỉ thị phù hợp và khả ... môi trường và giám sát tình trạng ô nhiễm môi trường. Mỗi môi trường có các thông số chất lượng môi trường đặc trưng riêng.I.2. Tiêu chuẩn chất lượng môi trường 1. Chỉ thị áp lực môi trường: ... trường: diện tích rừng bị mất trong năm (ha, % tổng diện tích của năm trước)2. Chỉ thị trạng thái môi trường: tổng diện tích rừng hiện có (ha, % tổng diện tích lãnh thổ)3. Chỉ thị đáp ứng...

... tổn thấtB +CChapter 19Hiệu quả của thị trường cạnh tranh Lưu ý: Không phải lúc nào can thiệp của Nhà nướccũng làm giảm hiệu quả. Khi có thất bại thị trường (Ngoại tác, thiếu thông tin, độc ... 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ƢƠNG 9PHÂN TÍCH THỊ TRƢƠNG CẠNH TRANH TS. Lê Văn ChiếnChapter 12Nội dung Đánh giá Lợi ích và Chi phí ... xã hội là các hình tam giác B và C. Tổn thất phúc lợi khi giữ giá cao hơn giá cân bằng của thị trường QPSDP0Q0Chapter 111BAThay đổi thặng dƣ sảnxuất là A - C - D. Nhà sản xuất...

... Các phương pháp đo đạc và phân tích các thông số chất lượng môi trường * Phương pháp vật lý•Phương pháp khối lượng•Phương pháp phân tích thể tích •Phương pháp phân tích bằng công cụ* Phương ... về:-Chỉ thị môi trường -Tiêu chuẩn đánh giá chất lượng môi trường -Phương pháp xử lý và phân tích các thông số chất lượng môi trường. -Đảm bảo chất lượng và kiểm soát chất lượng trong phân tích ... trình xây dựng chỉ thị môi trường và các tiêu chí lựa chọn chỉ thị môi trường: Quá trình xây dựng chỉ thị môi trường: Theo GS.Lê Thạc Cán: Trong quá trình xác định các chỉ thị phù hợp và khả...

... chọn sản phẩm, dịch vụ của dự án2.2. Phân tích thị trường Trường ĐH Lạc Hồng Bài giảng 8Nguyễn Văn Tân 1022/08/2008 Nguyễn Văn Tân 192.2 .Phân tích thị trường _ Xác định cung- cầu hiện tại:Mức ... khẩu của dự án 1000TTính khoản trống thị trường và thị phần của dự án năm 200722/08/2008 Nguyễn Văn Tân 242.2 .Phân tích thị trường Giải:_ Khoản trống thị trường năm 2007: 10.000- 6.000 = 4.000 ... triệu đồng757080 Thị trường Trung bình-25140C-20130B-60150A Thị trường Xấu Thị trường TốtPhương án sản phẩmSau khi điều tra thị trường, có được bảng xác suất như sau: Trường ĐH Lạc Hồng...

... Thanh21.11.2011121.11.2011 Đặng Văn Thanh 1 Phân tích thò trường cạnh tranh21.11.2011 Đặng Văn Thanh 2Các nội dung chính Hiệu quả của thò trường cạnh tranh Chính sách kiểm soát giá: ... tắt Các mô hình đơn giản của cung và cầu có thể được sử dụng để phân tích các chính sách khác nhau của chính phủ. Ở mỗi trường hợp, thặng dư của người tiêu dùng và nhà sản xuất được sử ... khi cao hơn giá thò trường • Ví dụ: giá bảo hộ nông sản, lương tối thiểu…• Gây ra sự dư thừa nông sản và chính phủ thường phải tổ chức thu mua sản lượng thừa.• Đối với thò trường lao động, sẽ...

... Group 6Chuyên đề: Phân tích thị trường (cung, cầu, giá trị cân bằng của một thị trường bất kỳ trong một khoảng thời gian xác định) II. THỰC ... tiêu cực đến tâm lý tiêu dùng, thị trường, nhất là trong dịp Tết. III. KẾT LUẬN Thông qua thực trạng cung, cầu và giá cả xe máy đề cập ở trên có thể thấy thị trường xe máy Việt Nam phát triển ... không thay đổi 1.2. Cầu cá nhân và cầu thị trường - Cầu của từng người tiêu dùng đối với một loại hàng hóa hoặc dịch vụ nào đó là cầu cá nhân - Cầu thị trường về một loại hàng hóa hoặc dịch...

... nhà cửa 96 79 94 Chính phủ tái phân phối thu nhập 68 51 55 Chính phủ sẽ thuê những người thất nghiệp 51 52 35 13 Phân tích thị trường  Thị trường là tập hợp những người mua ... về sự thay đổi một thị trường lên các thị trường khác đòi hỏi phảinghiên cứu mô hình cân bằng tổng thể: Môhình kinh tế của một hệ thống hoàn chỉnh các thị trường. ví dụ giá thịt lơn tăng (do ... hưởng nhất định đến giá- TTĐQ: Độc quyền mua, độc quyền bán, độc quyềnnhóm14 Phân tích thị trường  Giới hạn thị trường: địa lý và sản phẩm  Giá thực và giá danh nghĩa- Giá danh nghĩa (hiện...

... cố hiện trường 11. Lập biên bản sự cố12. Giải quyết hay bồi thường41.1. Khái niệm và ký pháp sử dụngMô tả chức năng nghiệp vụ của toàn hệ thống được phân thành các mức ở dạng cây phân cấp.Biểu ... thì không giải quyết. Trong trường hợp ngược lại tiến hành kiểm tra xe ở hiện trường. Nếu đúng như sự việc xẩy ra thì tiến hành lập biên bản giải quyết và trong trường hợp cần thiết thì viết ... của toàn hệ thống được phân thành các mức ở dạng cây phân cấp.Biểu đồ phân cấp chức năng BPC là công cụ cho phép phân rã dần các chức năng từ mức cao nhất, tổng thể nhất thành các chức năng...