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 24.065 VND/USD (tăng 6 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 25.218 VND/USD (tăng 7 đồng).
Tỷ giá USD hôm nay quay đầu giảm ở đa số ngân hàng so với hôm qua. Ngân hàng VPBank giảm 44 đồng giá mua và giảm 4 đồng giá bán xuống mức 24.116 - 24.496 VND/USD. Ngân hàng Đông Á giữ nguyên cả giá mua và giá bán ở mức 24.200 - 24.500 VND/USD. Ngân hàng Á Châu tăng 10 đồng cả giá mua và giá bán lên mức 24.150 – 24.500 VND/USD. Vietcombank giữ nguyên cả giá mua và giá bán ở mức 24.120 – 24.490 VND/USD. Ngân hàng MB giảm 56 đồng giá mua và giảm 7 đồng giá bán xuống mức 24.115 – 24.505 VND/USD. Ngân hàng Vietinbank giảm 6 đồng giá mua nhưng tăng 74 đồng giá bán lên mức 24.110 – 24.570 VND/USD.
Giá mua USD hiện nằm trong khoảng từ 24.110 – 24.206 VND/USD, còn bán ra ở mức 24.424 – 24.570 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 24.500 đồng/USD (không đổi so với hôm qua) và bán ra 24.550 đồng/USD (không đổi).
Tỷ giá USD ngày 03/10/2023
ĐVT: đông/USD
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)
Tỷ giá USD trên thị trường thế giới
Trên thị trường Mỹ, chỉ số US Dollar Index (DXY) đo lường biến động đồng bạc xanh với 6 đồng tiền chủ chốt (EUR, JPY, GBP, CAD, SEK, CHF) tăng 0,79%, đạt mốc 107,02.
Tỷ giá đồng bạc xanh hôm nay trên thế giới tăng mạnh đạt đỉnh mới 107. Yen Nhật giảm.
Cụ thể, USD tăng vào phiên giao dịch vừa qua, sau khi dữ liệu kinh tế mới một lần nữa ủng hộ quan điểm rằng, Cục Dự trữ Liên bang Mỹ (Fed) sẽ duy trì lãi suất cao hơn trong thời gian dài hơn.
Theo một cuộc khảo sát của Viện Quản lý cung ứng, ngành sản xuất của Mỹ đã tiếp tục phục hồi trong tháng 9 khi việc làm phục hồi. Bên cạnh đó, Quốc hội Mỹ đã ban hành luật ngân sách tạm thời vào cuối tuần trước nhằm ngăn nguy cơ chính phủ đóng cửa. Đạo luật này giúp phân bổ ngân sách để bảo đảm chính phủ liên bang có thể duy trì hoạt động đến ngày 17/11 tới.
Theo Hiến pháp Mỹ, Quốc hội có nhiệm vụ phân bổ ngân sách chi cho hoạt động của 438 cơ quan chính phủ trong mỗi năm tài chính (kết thúc vào ngày 30/9 hằng năm). Nếu các nghị sĩ không thông qua dự luật ngân sách trước khi năm tài chính mới bắt đầu, các cơ quan chính phủ sẽ không thể tiếp tục hoạt động bình thường. Lợi suất trái phiếu kho bạc tăng, với lãi suất trái phiếu kỳ hạn 10 năm chuẩn đạt 4,703%.
Bipan Rai, người đứng đầu chiến lược ngoại hối Bắc Mỹ tại CIBC Capital Markets ở Toronto (Canada) cho biết: “Nền kinh tế Mỹ dường như vẫn kiên cường trước lãi suất cao hơn trong thời gian dài. Fed có thể sẽ không nhanh chóng cắt giảm lãi suất vào năm tới”. Trong một diễn biến khác, đồng Yen Nhật suy yếu 0,31% so với đồng bạc xanh, hiện ở mức 149,77, sau khi giảm xuống 149,90.
Edward Moya, nhà phân tích thị trường cấp cao tại Oanda (New York, Mỹ) cho biết: “Tăng trưởng của Mỹ tốt hơn nhiều so với các quốc gia khác và nó có thể hưởng lợi từ sự chênh lệch lãi suất ở mức cao”. Các nhà đầu tư hiện đang theo dõi chặt chẽ các dấu hiệu can thiệp vào đồng Yen Nhật Bản của Ngân hàng Nhật Bản (BOJ). Đồng Yen đã chịu áp lực so với đồng bạc xanh bởi BOJ vẫn là một ngoại lệ ôn hòa trong số các ngân hàng trung ương toàn cầu, đặc biệt là kể từ khi Fed bắt đầu chu kỳ tăng lãi suất mạnh mẽ vào tháng 3/2022.
Một bản tóm tắt các ý kiến tại cuộc họp tháng 9 của BOJ cho thấy, nhiều nhà hoạch định chính sách đã thảo luận về triển vọng cuối cùng của việc thay đổi chính sách “siêu lỏng lẻo”, trong khi ngân hàng trung ương cũng cho biết, họ sẽ tiến hành các hoạt động mua trái phiếu bổ sung.