Thay đổi trạng thái cân bằng
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<strong> </strong><strong>Thay đổi trạng thái cân bằng</strong></p>
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Trạng thái cân bằng sẽ bị phá vỡ khi các đường cung hoặc đường cầu hoặc cả hai dịch chuyển. Giá và sản lượng sẽ thay đổi đến khi t lập được một trạng thái cân bằng mới, khi không còn sức ép thay đổi giá.</p>
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<strong>1. </strong><strong>Đường cung dịch chuyển, đường cầu không dịch chuyển</strong></p>
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Đồ thị 2.9.a. Minh họa trường hợp thay đổi trạng thái cân bằng trên thị trường xe máy do cung tăng lên khi Chính phủ trợ cấp cho sản xuất, kết quả là giá cân bằng giảm và lượng cân bằng tăng. Ngược lại, nếu trên thị trường lúa gạo khi thời tiết khắc nghiệt làm cung giảm, đường cung sẽ dịch chuyển sang trái, làm giá cân bằng tăng và lượng cân bằng giảm.</p>
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2. <strong>Đường cầu dịch chuyển, đường cầu không dịch chuyển</strong>.</p>
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Đồ thị 2.9.b. minh họa trường hợp thay đổi trạng thái cân bằng trên thị trường xà phòng thơm Dove sau đợt quảng cáo trên truyền hình làm tăng cầu, đường cầu dịch chuyển sang phải làm giá cân bằng tăng và lượng cân bằng tăng. Ngược lại, nếu trên thị trường xe máy khi kỳ vọng về thu nhập của người tiêu dùng giảm sút, đường cầu dịch chuyển sang trái làm giá cân bằng giảm và lượng cân bằng giảm.</p>
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<strong>3. </strong><strong>Đương cung và đường cầu cùng dịch chuyển</strong></p>
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Hình 2.9c minh họa trường hợp cả đường cung và đường cầu đều dịch chuyển. Ví dụ, thị trường xe máyVMEP khi giá nhập khẩu linh kiện CKD tăng và ngươi tiêu dùng giảm tiêu dùng xe máy nhãn hiệu này sau khi báo chi đưa tin có trường hợp mới mua xe đã bị gãy cổ xe, gây tai nạn. Trên đồ thị , đường cung dịch chuyển sang trái và đường cầu dịch chuyển sang trái. Trong trường hợp này chúng ta biết chắn chắn sự thay đổi của lượng, đó là lượng cân bằng giảm đi, nhưng giá cân bằng có thể tăng, giảm hoặc không đổi tùy thuộc vào tương quan thay đổi giữa cung và cầu. Chúng ta cũng có thể minh họa được ba trường hợp khác là: cả cung và cầu đều tăng; cung giảm cầu tăng và cung tăng cầu giảm để có thể thấy được các sự thay đổi của giá cân bằng và lượng cân bằng</p>
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" /></p>