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 23.631 VND/USD (giảm 5 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 tại đa số ngân hàng Thương mại tiếp tục giảm so với hôm qua. Ngân hàng Á Châu không đổi giá mua nhưng giảm 100 đồng giá bán xuống mức 23.500 – 23.900 VND/USD. Ngân hàng AgriBank giảm 20 đồng cả giá mua và giá bán xuống mức 23.460 – 23.780 VND/USD. Ngân hàng Đông Á giảm 50 đồng cả giá mua và giá bán xuống mức 23.500 – 23.790 VND/USD. Vietcombank giảm 70 đồng cả giá mua và giá bán xuống mức 23.440 – 23.750 VND/USD.
Giá mua USD hiện nằm trong khoảng từ 23.435 – 23.534 VND/USD, còn bán ra 23.746 –23.900 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 23.900 đồng/USD (giảm 40 đồng) và bán ra 24.000 đồng/USD (giảm 10 đồng so với hôm qua).
Tỷ giá USD ngày 23/12/2022
ĐVT: đ/USD
![Tỷ giá USD ngày 23/12/2022 tiếp tục xu hướng giảm Tỷ giá USD ngày 23/12/2022 tiếp tục xu hướng giảm](data:image/png;base64,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)
USD thế giới tăng mạnh
USD Index hiện ở mức 104,42 theo ghi nhận lúc 7h (giờ Việt Nam). Tỷ giá euro so với USD giảm 0,05% ở mức 1,0593. Tỷ giá đồng bảng Anh so với USD giảm 0,16% ở mức 1,2026. Tỷ giá USD so với yen Nhật tăng 0,16% ở mức 132,57.
Theo Investing, đồng USD đã tăng so với hầu hết các đồng tiền chính sau khi dữ liệu của Mỹ chỉ ra sức mạnh thị trường lao động có thể khiến Cục Dự trữ Liên bang Mỹ (Fed) "diều hâu" hơn.
Số lượng người Mỹ nộp đơn xin trợ cấp thất nghiệp mới tăng ít hơn dự kiến vào tuần trước, cho thấy thị trường lao động vẫn còn thắt chặt, trong khi nền kinh tế phục hồi nhanh hơn trong quý III so với ước tính trước đó.
Khả năng phục hồi của thị trường lao động đang khiến Fed tiếp tục chiến dịch thắt chặt chính sách tích cực của mình, với việc Fed vào tuần trước dự kiến chi phí đi vay sẽ tăng thêm ít nhất 75 điểm cơ bản vào cuối năm 2023. Họ đã tăng lãi suất chính sách thêm 425 điểm cơ bản điểm trong năm nay từ mức gần bằng 0 đến phạm vi 4,25% - 4,50%, mức cao nhất kể từ cuối năm 2007.
Karl Schamotta, giám đốc chiến lược tại Corpay cho rằng đồng bạc xanh đang tăng giá khi dữ liệu mạnh hơn dự báo sẽ nâng cao kỳ vọng về lãi suất trong năm mới. Trước đó, đồng USD suy yếu do tâm lý chấp nhận rủi ro tăng lên. Nó được giao dịch trên xu hướng giảm nhiều ngày cho đến khi dữ liệu lạc quan được công bố hôm thứ 4 cho thấy niềm tin của người tiêu dùng Mỹ đã tăng lên mức cao nhất trong 8 tháng vào tháng 12.
Trong khi đó, đồng yen Nhật vẫn có nhu cầu mua vào sau sự thay đổi chính sách “gây sốc” của Ngân hàng Trung ương Nhật Bản (BOJ). Tỷ giá USD/JPY giảm đáng kể khi đồng yen duy trì gần mức cao nhất trong 4 tháng kể từ sau quyết định của BOJ cho phép lãi suất trái phiếu 10 năm dao động trong biên độ rộng hơn.
Các nhà phân tích tại ING cho rằng việc kết thúc năm trên mức 130,00 có thể là một diễn biến khả thi và đáng hoan nghênh vì nó có thể báo hiệu việc bình thường hóa chính sách hơn nữa tại Nhật Bản.
Ở một diễn biến khác, đồng euro tiếp tục tăng nhờ được hỗ trợ bởi tâm lý tích cực chung và các chuyên gia tại ING nhận định tỷ giá EUR/USD có thể ổn định ở khoảng 1,0600 vào cuối năm khi sự biến động bắt đầu giảm xuống nhưng vẫn không loại trừ khả năng giảm xuống dưới 1,0500 nếu tâm lý thị trường xấu đi khi bàn về vấn đề năng lượng.
Đồng bảng Anh tăng giá ngay cả sau khi dữ liệu cho thấy nền kinh tế Anh suy giảm nhiều hơn một chút so với ước tính ban đầu trong quý III năm nay. Cụ thể, sản lượng kinh tế đã giảm 0,3% theo quý trong quý III so với ước tính trước đó là 0,2%, cho thấy một môi trường suy thoái và nhạy cảm với sự bất ổn của thị trường, ghi nhận nhiều rủi ro giảm giá đối với đồng bảng Anh.