Fed phát tín hiệu về việc có thể sớm tăng lãi suất cơ bản

(TTXVN/Vietnam+) 08:23 01/12/2021

Chủ tịch Ngân hàng Dự trữ liên bang Mỹ (Fed) Jerome Powell ngày 30/11 cho biết Fed có thể sẽ đẩy nhanh việc cắt giảm các nỗ lực hỗ trợ thúc đẩy kinh tế trong bối cảnh sức ép lạm phát tăng cao.

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