Tỷ giá USD trong nước
Ngân hàng Nhà nước công bố tỷ giá trung tâm của đồng Việt Nam với đô la Mỹ ở mức 23.931
VND/USD (giảm 2 đồng so với hôm qua). Tỷ giá tham khảo tại Sở giao dịch NHNN hiện mua vào ở mức 23.400 VND/USD (không đổi) và bán ra ở mức 25.077 VND/USD (giảm 2 đồng).
Tỷ giá USD hôm nay tiếp tục giảm tại đa số ngân hàng. Ngân hàng Vietcombank giữ nguyên cả giá mua và giá bán ở mức 24.145 – 24.515VND/USD. Ngân hàng VPBank giảm 15 đồng cả giá mua và giá bán xuống mức 24.145 - 24.505 VND/USD. Ngân hàng Á Châu giữ nguyên cả giá mua và giá bán ở mức 24.150 – 24.500 VND/USD. Ngân hàng MB tăng 3 đồng giá mua nhưng giữ nguyên giá bán ở mức 24.118 – 24.585 VND/USD. Ngân hàng Techcombank giữ nguyên giá mua nhưng giảm 4 đồng giá bán xuống mức 24.177 – 24.504 VND/USD. Ngân hàng Seabank giảm 15 đồng cả giá mua và giá bán xuống mức 24.175 – 24.565 VND/USD
Giá mua USD hiện nằm trong khoảng từ 24.107 – 24.232 VND/USD, còn bán ra ở mức 24.452 – 24.585 VND/USD. Trong đó, Ngân hàng HSBC vừa có giá mua USD cao nhất vừa có giá bán USD thấp nhất so với các ngân hàng khác.
Giá USD tự do niêm yết ở mức mua vào 24.730 đồng/USD (tăng 30 đồng so với hôm qua) và bán ra 24.830 đồng/USD (tăng 30 đồng).
Tỷ giá USD ngày 9/1/2024
ĐVT: đồng/USD
![Tỷ giá USD ngày 9/1/2024 tại đa số ngân hàng vẫn giảm Tỷ giá USD ngày 9/1/2024 tại đa số ngân hàng vẫn giảm](data:image/png;base64,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)
USD thế giới giảm so với euro và yen Nhật
USD Index, thước đo sức mạnh của đồng bạc xanh so với các đồng tiền chủ chốt khác, hiện ở mức 102,28. Tỷ giá euro so với USD tăng 0,05% ở mức 1,0958. Tỷ giá đồng bảng Anh so với USD tăng 0,05% ở mức 1,2755. Tỷ giá USD so với yen Nhật giảm 0,14% ở mức 144,02.
Theo Investing, đồng USD đã giảm so với đồng euro và đồng yen khi các nhà đầu tư tiếp tục xem xét dữ liệu kinh tế của Mỹ từ tuần trước và chờ đợi chỉ số lạm phát quan trọng để tìm manh mối mới về thời điểm Cục Dự trữ Liên bang có thể bắt đầu cắt giảm lãi suất.
Các nhà đầu tư đang tập trung vào một số yếu tố cơ bản trong báo cáo việc làm. Nó tiếp tục giảm sau khi một báo cáo riêng cho thấy lĩnh vực dịch vụ của Mỹ chậm lại đáng kể trong tháng 12, với thước đo việc làm giảm xuống mức thấp nhất trong gần 3 năm rưỡi.
Helen Given, nhà giao dịch ngoại hối tại Monex USA cho rằng dữ liệu bảng lương phi nông nghiệp hôm thứ 6 vừa qua có khá nhiều thông tin hỗn hợp khi trong đó có một số điểm dữ liệu cho thấy những điểm yếu lớn hơn trên thị trường lao động . Chắc chắn có những rạn nứt làm chậm tốc độ tuyển dụng lao động ở Mỹ và thị trường lao động chắc chắn đang nới lỏng.
Tuần này sẽ công bố lạm phát giá tiêu dùng tháng 12 vào ngày 11/1, dự kiến sẽ tăng 0,2% trong tháng và 3,2% hàng năm.
Một báo cáo của Fed New York hôm qua cho thấy dự báo lạm phát trong ngắn hạn của người tiêu dùng Mỹ đã giảm xuống mức thấp nhất trong gần 3 năm vào tháng 12.
Lạm phát giảm gần với mục tiêu 2% hàng năm của Fed khiến nhiều khả năng ngân hàng trung ương Mỹ sẽ cắt giảm lãi suất trong những tháng tới.
Các nhà giao dịch hợp đồng tương lai lãi suất quỹ liên bang đang định giá việc cắt giảm lãi suất bắt đầu vào tháng 3, mặc dù khả năng xảy ra động thái này đã sớm giảm. Theo Công cụ FedWatch của CME Group, các nhà giao dịch hiện nhận thấy 64% cơ hội giảm lãi suất trong tháng 3, giảm so với mức 89% một tuần trước.
Một số nhà phân tích cho rằng Fed rất có thể sẽ thực hiện đợt cắt giảm đầu tiên nhằm tránh khoảng cách giữa lãi suất quỹ liên bang và lạm phát ngày càng gia tăng, vì kịch bản như vậy sẽ thắt chặt các điều kiện kinh tế hơn dự định của họ.
Chủ tịch Fed Atlanta Raphael Bostic cũng đã nói hôm qua rằng với lạm phát vẫn cao hơn mục tiêu của ngân hàng trung ương và quan điểm của ông là duy trì chính sách tiền tệ thắt chặt mặc dù rủi ro tổng thể trong nền kinh tế đã trở nên cân bằng giữa những rủi ro do giá cả tăng và những rủi ro do tăng trưởng việc làm chậm hơn.