Cục Dự trữ Liên bang Mỹ quyết định giữ lãi suất ổn định ở mức hiện tại

07:15 21/03/2024

Fed giữ lãi suất ổn định ở mức hiện tại, đồng thời cho biết lãi suất dự kiến sẽ giảm 0,75% vào cuối năm 2024, trong bối cảnh cơ quan này ngày càng tiến gần đến mục tiêu đưa lạm phát về mức 2%.

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