Phần không gạch chéo ở hình sau đây là biểu diễn m...
Câu hỏi: Phần không gạch chéo ở hình sau đây là biểu diễn miền nghiệm của hệ bất phương trình nào trong bốn hệ A, B, C, D?![](data:image/png;base64,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)
A. \(\left\{ \begin{array}{l}y > 0\\3x + 2y < 6\end{array} \right.\)
B. \(\left\{ \begin{array}{l}x > 0\\3x + 2y < 6\end{array} \right.\)
C. \(\left\{ \begin{array}{l}x > 0\\3x + 2y > - 6\end{array} \right.\)
D. \(\left\{ \begin{array}{l}y > 0\\3x + 2y < - 6\end{array} \right.\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi HK2 môn Toán 10 năm 2018 - 2019 Trường THPT Yên Định 2