Cựu Tổng thống Donald Trump muốn tác động đến chính sách của Fed nếu tái đắc cử

15:42 09/08/2024

Ngày 8/8, cựu Tổng thống Mỹ Donald Trump đã đề xuất rằng người đứng đầu Nhà Trắng nên có tiếng nói trong việc quyết định lãi suất và chính sách tiền tệ của đất nước.

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