Nền kinh tế Mỹ trở nên khó đoán định sau cuộc bầu cử Tổng thống

14:08 18/11/2024

Một số nhà kinh tế hiện cho rằng kinh tế Mỹ có thể phải đối mặt với sự gia tăng của lạm phát nếu ông Donald Trump thực hiện đầy đủ các cam kết trong chiến dịch tranh cử của mình.

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