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 23.609 VND/USD (giảm 2 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 giảm. Ngân hàng Á Châu không đổi cả giá mua và giá bán ở mức 23.250 – 23.700 VND/USD. Ngân hàng VPBank giảm 4 đồng cả giá mua và giá bán ở mức 23.284 – 23.594 VND/USD. Ngân hàng Đông Á không đổi cả giá mua giá bán xuống mức 23.320 – 23.630 VND/USD. Vietcombank không đổi cả giá mua và giá bán ở mức 23.250 – 23.620 VND/USD. Giá mua USD hiện nằm trong khoảng từ 23.250 – 23.346 VND/USD, còn bán ra 23.558 –23.700 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 23.460 đồng/USD (giảm 30 đồng so với hôm qua) và bán ra 23.560 đồng/USD (tăng 20 đồng).
Tỷ giá USD ngày 31/1/2023
ĐVT: đ/USD
![Tỷ giá USD ngày 31/1/2023 tiếp tục giảm Tỷ giá USD ngày 31/1/2023 tiếp tục giảm](data:image/png;base64,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)
USD thế giới tăng giá
USD Index đóng cửa ở mức 102,21 theo ghi nhận lúc 7h (giờ Việt Nam). Tỷ giá euro so với USD tăng 0,02% ở mức 1,0854. Tỷ giá đồng bảng Anh so với USD tăng 0,08% ở mức 1,2362. Tỷ giá USD so với yen Nhật giảm 0,13% ở mức 130,28.
Theo Investing, đồng USD đã tăng vào hôm qua, một ngày trước khi Cục Dự trữ Liên bang bắt đầu cuộc họp chính sách kéo dài hai ngày từ mức thấp nhất 8 tháng trước trong khi đà tăng của đồng euro sau khi dữ liệu lạm phát cao bất ngờ của Tây Ban Nha làm tăng kỳ vọng về lựa chọn của các nhà hoạch định chính sách.
Nhiều chuyên gia cho rằng dữ liệu này sẽ nhấn mạnh kỳ vọng về việc ECB tăng 50 điểm cơ bản vào thứ 5 này và cũng báo hiệu rằng lãi suất sẽ tăng cao hơn nữa.
Đồng bạc xanh đã giảm hơn 1,6% trong tháng 1 và đang trên đà ghi nhận tháng mất giá thứ tư liên tiếp do áp lực bởi kỳ vọng rằng Fed sắp kết thúc chu kỳ tăng lãi suất và lãi suất sẽ không tăng cao như trước đây.
Marc Chandler, chiến lược gia trưởng thị trường tại Bannockburn Global Forex, cho biết Chủ tịch Fed Jerome Powell đang ở một "thế khó" bởi vì việc lãi suất 25 điểm cơ bản sẽ đồng nghĩa phải phản đối việc nới lỏng các điều kiện tài chính.
Các nhà giao dịch hợp đồng tương lai quỹ của Fed đang định giá lãi suất chuẩn của Fed sẽ đạt mức cao nhất là 4,94% vào tháng 6, tăng từ 4,33% hiện tại và sau đó ngân hàng trung ương sẽ cắt giảm xuống 4,53% vào tháng 12. Điều này trái ngược với ý kiến từ các quan chức Fed, những người đã nói rằng họ sẽ cần giữ lãi suất ở mức hạn chế trong một khoảng thời gian để giảm lạm phát.
Sự chênh lệch xuất hiện một phần khi các nhà giao dịch suy đoán rằng nền kinh tế đang suy yếu và suy thoái kinh tế có thể xảy ra sẽ khiến Fed chuyển sang một chính sách ôn hòa hơn.
Cuối tuần này sẽ diễn ra các cuộc họp chính sách của Fed, Ngân hàng Trung ương châu Âu (ECB) và Ngân hàng Trung ương Anh (BoE).
Fed được cho là sẽ tăng lãi suất 25 điểm cơ bản, giảm so với mức tăng 50 điểm cơ bản và 75 điểm cơ bản vào năm ngoái trong khi những người theo dõi thị trường cho biết BoE và ECB có khả năng cùng tăng lãi suất 50 điểm cơ bản.
Nguồn:Vinanet/VITIC