Quy luật lợi ích cận biên giảm dần
<p>
<strong>Quy luật lợi ích cận biên giảm dần</strong></p>
<p>
Quy luật này cho thấy, lợi ích cận biên thu được đối với mối đon vị hàng hóa được tiêu dùng thêm sẽ giảm dần đi nếu ta dùng hàng hóa đó ngày càng nhiều lên trong một thời kỳ nhất định.</p>
<p>
Đây là điều rất đúng, trong thực tế tiêu dùng các hàng hóa dịch vụ thì khoái cảm và sự ngon miệng sẽ giảm xuống đối với mỗi đơn vị hàng hóa tiêu dùng thêm. Giả định bạn ăn chiếc kem đầu tiên vào lúc bạn đang rất khát nước, mệt mỏi và trời nóng. Chiếc kem này chắc chắn sẽ cho bạn một cảm giác vô cùng khoan khoái, dễ chịu và giúp bạn tỉnh táo, khỏe khoắn trở lại. Nhưng nếu bạn ăn chiếc thứ 2, thứ 3, thứ 4… thì bạn sẽ thấy ngay rằng cảm giác tuyệt vời ban đầu của mình sẽ giảm đi đối với mỗi chiếc kem ăn thêm, thậm chí bạn có cảm giác khó chịu, đau họng, buốt răng….nếu như cứ tiếp tục ăn đến chiếc thứ 5 , thứ 6… ví dụ trên được minh họa qua biểu 3.1 và hình 3.1</p>
<p>
Từ biểu 3.1 và hình 3.1 ta nhận thấy về mặt hình học, đường TU và đường MU có mối liên hệ với nhau, trong đó MU là độ dốc của TU tại các điểm. Độ dốc của TU giảm dần tức đường MU dốc xuống từ chiếc kem đầu tiên đên chiếc kem thứ 3, MU giảm nhưng lớn hơn 0, làm cho TU tăng nhưng tăng với tốc độ chậm dần. Tại chiếc kem thứ tư khi mà lợi ích cận biên bằng 0 (MU=0) là nơi TU có giá trị lớn nhất vì tại mức tiêu dùng đó tổng lợi ích không tăng thêm nữa. Sau chiếc kem thứ 4, MU có giá trị âm nghĩa là TU giảm dần.</p>
<p>
Biểu 3.1. TỔNG LỢI ÍCH VÀ LỢI ÍCH CẬN BIÊN CỦA VIỆC TIÊU DÙNG KEM.</p>
<table border="1" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td style="width:219px;">
<p align="center">
<strong>Chiếc kem thứ (Q)</strong></p>
</td>
<td style="width:219px;">
<p align="center">
<strong>Tổng lợi ích</strong></p>
<p align="center">
<strong>( TU)</strong></p>
</td>
<td style="width:219px;">
<p align="center">
<strong>Lợi ích cận bien</strong></p>
<p align="center">
<strong>( MU)</strong></p>
</td>
</tr>
<tr>
<td style="width:219px;">
<p align="center">
1</p>
<p align="center">
2</p>
<p align="center">
3</p>
<p align="center">
4</p>
<p align="center">
5</p>
</td>
<td style="width:219px;">
<p align="center">
3</p>
<p align="center">
5</p>
<p align="center">
6</p>
<p align="center">
6</p>
<p align="center">
5</p>
</td>
<td style="width:219px;">
<p align="center">
3</p>
<p align="center">
2</p>
<p align="center">
1</p>
<p align="center">
0</p>
<p align="center">
-1</p>
<p align="center">
</p>
</td>
</tr>
</tbody>
</table>
<p>
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" /> </p>
<p>
Quy luật lợi ích cận biên giảm dần có 2 ý nghĩa quan trọng:</p>
<p>
- Thứ nhất là quy luật này cùng với lý thuyết lựa chọn sẽ giải thích hình dạng đường cầu dốc xuống ( vì đường cầu chính là đường lợi ích cận biên, chúng ta sẽ tìm hiểu kỷ hơn ở phần sau)</p>
<p>
- Thứ hai là: quy luật này góp phần hình thành một quan điểm nhận thức khoa học trong việc đánh giá hành vi tiêu dùng, từ đó xây dựng ý thức tiêu dùng hợp lý để cực đại hóa lợi ích kinh tế trong tiêu dùng.</p>