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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