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 23.677 VND/USD (không đổi so với hôm qua). Tỷ giá tham khảo tại Sở giao dịch NHNN hiện bán ra ở mức 24.860 VND/USD (không đổi).
Tỷ giá USD hôm nay tại các ngân hàng Thương mại tương đối ổn định so với hôm qua, Ngân hàng Á Châu không đổi giá mua nhưng tăng 20 đồng giá bán lên mức 24.600 – 24.860 VND/USD. Ngân hàng VPBank không đổi cả giá mua và giá bán ở mức 24.590 – 24.860 VND/USD. Ngân hàng Đông Á không đổi cả giá mua và giá bán ở mức 24.640 – 24.860 VND/USD. Vietcombank không đổi cả giá mua và giá bán ở mức 24.580 – 24.860 VND/USD.
Giá mua USD hiện nằm trong khoảng từ 24.580 – 24.649 VND/USD, còn bán ra trong khoảng 24.851 – 24.861 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 24.850 đồng/USD (giảm 170 đồng so với hôm qua) và bán ra 25.000 đồng/USD (giảm 120 đồng).
Tỷ giá USD ngày 16/11/2022
ĐVT: đ/USD
![Tỷ giá USD ngày 16/11/2022 tại các ngân hàng tương đối ổn định Tỷ giá USD ngày 16/11/2022 tại các ngân hàng tương đối ổn định](data:image/png;base64,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)
USD thế giới giảm trở lại
USD Index hiện ở mức 106,57 theo ghi nhận lúc 7h (giờ Việt Nam). Tỷ giá euro so với USD giảm 0,02% ở mức 1,0348. Tỷ giá đồng bảng Anh so với USD giảm 0,14% ở mức 1,1849. Tỷ giá USD so với yen Nhật tăng 0,08% ở mức 139,42.
Theo Investing, đồng USD suy yếu vào hôm qua khi nhiều quan chức Cục Dự trữ Liên bang Mỹ (Fed) chỉ ra lãi suất đang tăng chậm lại trong khi thị trường dự đoán lãi suất đang gần kề mức cao nhất.
Phó Chủ tịch Fed, Lael Brainard, hôm đầu tuần đã đưa ra bình luận về tình hình cuộc chiến chống lạm phát của ngân hàng trung ương, lặp lại bình luận cuối tuần trước đó của Thống đốc Fed Christopher Waller rằng lãi suất cần phải tiếp tục tăng để chống lại lạm phát, mặc dù có khả năng ở tốc độ chậm hơn.
Brainard cho biết trong một cuộc phỏng vấn với Bloomberg tại Washington rằng có lẽ sẽ sớm thích hợp để chuyển sang tốc độ tăng chậm hơn, nhưng điều thực sự quan trọng cần nhấn mạnh là vẫn còn “rất nhiều việc phải làm”.
Kỳ vọng Fed sẽ chỉ tăng lãi suất thêm 50 điểm cơ bản vào tháng 12, mức tăng nhỏ hơn so với mức 75 điểm cơ bản trong bốn cuộc họp trước đó đang ngày càng tăng. Theo Morgan Stanley, sự thay đổi lập trường này có nghĩa là đồng USD đã đạt đỉnh và dự kiến sẽ giảm vào năm 2023, trượt xuống mức 104 vào cuối năm tới, trong khi đồng euro sẽ tăng giá tốt hơn. Cuối phiên, chỉ số giá sản xuất tiêu đề của Mỹ cho tháng 10 dự kiến sẽ tăng 8,3% hàng năm, tốc độ chậm hơn so với tháng 9 và tăng 0,4% trong tháng.