Dữ liệu kinh tế hôm thứ Năm (30/11) cho thấy Cục Dự trữ Liên bang Mỹ (Fed) có thể đã hoàn tất việc tăng lãi suất và có thể bắt đầu nới lỏng vào giữa năm tới, thường là yếu tố tiêu cực đối với đồng USD.
Các nhà phân tích cho biết, sự suy yếu của đồng Euro sau báo cáo lạm phát ảm đạm của khu vực đồng euro cũng phần nào giúp thúc đẩy đồng bạc xanh.
Chỉ số USD, thước đo tiền tệ của Mỹ so với sáu đồng tiền chủ chốt, tăng 0,6% lên 103,38 và đang trên đà đạt mức tăng hàng ngày tốt nhất trong hơn một tháng. Trên cơ sở hàng tháng, đồng USD đã giảm 3%, ghi nhận tháng tồi tệ nhất trong một năm.
Một số nhà phân tích cho biết đồNg USD có thể được hưởng lợi từ nhu cầu cuối tháng, khi các nhà đầu tư tăng cường vị thế trong tháng 11/2023, khoảng thời gian có đợt bán tháo mạnh đồng tiền Mỹ với giá thị trường sẽ cắt giảm lãi suất vào năm tới.
Tuy nhiên, những người khác dự kiến sẽ có một đợt bán tháo đồng USD vào cuối tháng với mức tăng mạnh của cổ phiếu trong tháng 11/2023. Các nhà phân tích cho biết đã có tín hiệu bán đồng USD tại một số ngân hàng lớn nhất của Mỹ.
Vassili Serebrikov, chiến lược gia ngoại hối tại UBS ở New York, cho biết: “Chúng tôi đã kỳ vọng việc bán USD vào cuối tháng khi chứng khoán Mỹ tăng mạnh. Điều đó thường có nghĩa là các nhà quản lý tài sản nước ngoài sẽ bán USD kỳ hạn”.
“Nhưng có thể một số hoạt động bán tháo đã diễn ra vào đầu tháng. Vì vậy, có thể lượng bán USD sẽ ít hơn vào cuối tháng.”
Đồng USD vẫn tăng giá bất chấp các báo cáo cho thấy lạm phát của Mỹ tiếp tục ở mức vừa phải trong tháng 10/2023 và số đơn xin trợ cấp thất nghiệp tăng trong tuần gần nhất cho thấy thị trường lao động đang chậm lại.
Lạm phát được đo bằng Chỉ số giá chi tiêu tiêu dùng cá nhân (PCE) không thay đổi trong tháng 10/2023 sau khi tăng 0,4% trong tháng 09/2023. Trong 12 tháng tính đến tháng 10/2023, chỉ số giá PCE đã tăng 3,0%. Đó là mức tăng hàng năm nhỏ nhất kể từ tháng 03/2021 và theo sau mức tăng 3,4% trong tháng 09/2023.
Trong khi đó, số đơn xin trợ cấp thất nghiệp ban đầu của tiểu bang đã tăng 7.000 lên mức 218.000 trong tuần kết thúc vào ngày 25/11. Các nhà kinh tế đã dự báo sẽ có 226.000 đơn.
![](data:image/png;base64,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)
Ở diễn biến ngược lại, đồng euro giảm sau khi lạm phát khu vực đồng euro giảm nhiều hơn dự kiến trong tháng này, thúc đẩy đặt cược vào việc Ngân hàng Trung ương Châu Âu sớm cắt giảm lãi suất.
Tăng trưởng giá tiêu dùng ở 20 quốc gia sử dụng chung đồng euro đã giảm xuống 2,4% trong tháng 11/2023 từ mức 2,9% trong tháng 10/2023, thấp hơn nhiều so với kỳ vọng giảm xuống 2,7%.
Đồng euro giảm 0,7%, xuống mốc 1,0889 USD, tuy nhiên vẫn đạt mức tăng hàng tháng là 3%, mức lớn nhất kể từ tháng 11/2022.
So với đồng yên, đồng USD tăng 0,7% lên 148,20 yên đổi 1 USD. Trong tháng 11/2023, đồng bạc xanh đã giảm 2,3%, hiện trên đà giảm hàng tháng lớn nhất kể từ tháng 12 năm ngoái.
Serebrikov của UBS cho biết: “Bức tranh rộng hơn là đồng USD đã suy yếu khá đáng kể trong tháng 11/2023. Đây có lẽ vẫn là rủi ro hai chiều xét về cuộc họp tháng 12/2023 của Fed”.
Ông nói thêm: “Dữ liệu của Mỹ không chậm lại đáng kể. Lạm phát có nhưng dữ liệu hoạt động vẫn tương đối ổn định”.
Công cụ FedWatch CME cho thấy hôm thứ Năm (30/11) rằng hợp đồng tương lai lãi suất của Mỹ đã định giá khoảng 47% khả năng cắt giảm lãi suất tại cuộc họp ngày 19-20 tháng 03/2024, xác suất tăng lên khoảng 78% tại cuộc họp ngày 30/04 đến ngày 01/05. Nhìn chung, thị trường lãi suất chứng kiến mức cắt giảm khoảng 100 điểm cơ bản (bps) vào cuối năm 2024, theo dữ liệu của LSEG.