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 23.639 VND/USD (giảm 1 đồng so với hôm qua). Tỷ giá tham khảo tại Sở giao dịch NHNN hiện mua vào ở mức 24.450 VND/USD (không đổi) và bán ra ở mức 24.780 VND/USD (không đổi).
Tỷ giá USD hôm nay giảm tại hầu hết các ngân hàng Thương mại. Ngân hàng VPBank giảm 22 đồng cả giá mua và giá bán xuống mức 23.498 – 23.848 VND/USD. Ngân hàng Á Châu giữ nguyên cả giá mua và giá bán ở mức 23.450 – 24.000 VND/USD. Ngân hàng Đông Á giảm 10 đồng giá mua nhưng giữ nguyên giá bán ở mức 23.560 – 23.890 VND/USD. Vietcombank giảm 15 đồng cả giá mua và giá bán xuống mức 23.490 – 23.860 VND/USD. Vietinbank tăng 39 đồng giá mua nhưng giảm 15 đồng giá bán xuống mức 23.490 – 23.860 VND/USD
Giá mua USD hiện nằm trong khoảng từ 23.450 – 23.595 VND/USD, còn bán ở mức 23.809 –24.000 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 23.730 đồng/USD (tăng 70 đồng so với hôm qua) và bán ra 23.780 đồng/USD (tăng 20 đồng).
Tỷ giá USD ngày 10/3/2023
ĐVT: đ/USD
![Tỷ giá USD ngày 10/3/2023 tại các ngân hàng Thương mại giảm Tỷ giá USD ngày 10/3/2023 tại các ngân hàng Thương mại giảm](data:image/png;base64,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)
USD giảm nhẹ
USD Index hiện ở mức 105,28 theo ghi nhận lúc 7h (giờ Việt Nam). Tỷ giá euro so với USD tăng 0,12% ở mức 1,0598. Tỷ giá đồng bảng Anh so với USD tăng 0,03% ở mức 1,1928. Tỷ giá USD so với yen Nhật giảm 0,18% ở mức 135,90.
Theo Investing, đồng USD đã giảm vào hôm qua sau khi dữ liệu cho thấy số đơn xin trợ cấp thất nghiệp của Mỹ tăng cao hơn dự kiến vào tuần trước, làm tăng hy vọng rằng thị trường lao động yếu đi sẽ làm giảm khả năng Cục Dự trữ Liên bang (Fed) đẩy nhanh tốc độ tăng lãi suất.
Số đơn xin trợ cấp thất nghiệp ban đầu đã tăng 21.000 lên mức 211.000 trong tuần kết thúc vào ngày 4/3. Các nhà kinh tế được Reuters thăm dò đã dự báo 195.000 đơn trong tuần gần nhất. Thông tin này đến trước báo cáo việc làm rất được mong đợi vào hôm nay cho tháng 2 để có thể xác định liệu Fed có tăng tốc độ tăng lãi suất lên 50 điểm cơ bản tại cuộc họp ngày 21, 22/3 hay không.
Edward Moya, nhà phân tích thị trường cao cấp tại OANDA cho biết rất nhiều người đã thở phào nhẹ nhõm khi thấy thị trường lao động yếu đi. Điều đáng quan tâm là nếu chúng ta nhận được báo cáo việc làm tốt thì điều đó sẽ củng cố kỳ vọng tăng lãi suất nửa điểm.
Chủ tịch Fed Jerome Powell hôm thứ 4 đã tái khẳng định lời khai trước Quốc hội về việc tăng lãi suất cao hơn và có khả năng nhanh hơn, nhưng nhấn mạnh rằng cuộc tranh luận vẫn đang được tiến hành, với quyết định dựa trên những dữ liệu sẽ được ban hành trước cuộc họp tháng 3.
Các nhà giao dịch hợp đồng tương lai lãi suất quỹ liên bang hiện đang định giá xác suất 60% rằng Fed sẽ tăng lãi suất thêm 50 điểm cơ bản, tăng từ khoảng 22% trước khi có bình luận của Powell vào thứ 3.
Dữ liệu hôm nay dự kiến sẽ cho thấy các nhà tuyển dụng đã tạo thêm 205.000 việc làm trong tháng 2, theo một cuộc thăm dò ý kiến của các nhà kinh tế của Reuters, thấp hơn nhiều so với mức tăng 517.000 việc làm dự kiến trong tháng 1. Tiền lương dự kiến sẽ tăng 0,3% trong tháng và 4,7% trên cơ sở hàng năm.
Dữ liệu lạm phát giá tiêu dùng vào thứ 3 tới cũng sẽ là chìa khóa dẫn đến quyết định của Fed. Dự kiến sẽ cho thấy giá tăng 0,4% trong tháng 2. Nếu thị trường việc làm vẫn mạnh và lạm phát vẫn ở mức cao, lợi tức trái phiếu kho bạc có thể phải đối mặt với sự gia tăng hơn nữa, điều này cũng sẽ thúc đẩy đồng bạc xanh.