Nền kinh tế Mỹ dự kiến sẽ giảm tốc trong nửa cuối năm 2021

Theo AFP 10:38 21/07/2021

Các chuyên gia kinh tế cho hay sau khi đạt mức đỉnh trong quý 2/2021, tăng trưởng kinh tế Mỹ dự kiến sẽ bắt đầu chậm lại trong quý 3 giữa lúc chuỗi cung ứng bị hạn chế và có nhiều lo ngại về lạm phát.

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