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 23.701 VND/USD (giảm 57 đồng so với cuối tuần qua). Tỷ giá tham khảo tại Sở giao dịch NHNN hiện mua vào ở mức 24.400 VND/USD (không đổi) và bán ra ở mức 24.836 VND/USD (giảm 59 đồng so với cuối tuần qua).
Tỷ giá USD hôm nay tại đa số ngân hàng không đổi so với cuối tuần qua. Ngân hàng Agribank giảm 116 đồng giá mua nhưng tăng 22 đồng giá bán lên mức 23.440 – 23.790 VND/USD. Ngân hàng VPBank tăng 5 đồng cả giá mua và giá bán lên mức 23.425 – 23.810 VND/USD. Ngân hàng Đông Á không đổi cả giá mua và giá bán ở mức 23.490 – 23.780 VND/USD. Vietcombank giữ nguyên cả giá mua và giá bán ở mức 23.440 – 23.810 VND/USD. Ngân hàng BIDV không đổi cả giá mua và giá bán ở mức 23.480 – 23.780 VND/USD. Ngân hàng Vietinbank không đổi giá mua nhưng giảm 40 đồng giá bán xuống mức 23.386 – 23.806 VND/USD.
Giá mua USD hiện nằm trong khoảng từ 23.386 – 23.490 VND/USD, còn bán ra ở mức 23.780 – 23.810 VND/USD. Trong đó, Ngân hàng Đông Á 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 23.660 đồng/USD (tăng 40 đồng so với cuối tuần qua) và bán ra 23.700 đồng/USD (tăng 30 đồng).
Tỷ giá USD ngày 17/7/2023
ĐVT: đ/USD
![Tỷ giá USD ngày 17/7/2023 tại các ngân hàng tương đối ổn định Tỷ giá USD ngày 17/7/2023 tại các ngân hàng tương đối ổn định](data:image/png;base64,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)
USD thế giới giảm
Trên thị trường thế giới, USD Index đạt 99,660, tăng 0,06% vào lúc 6h38 ngày 17/7 theo giờ Việt Nam.
Chỉ số giá tiêu dùng (CPI) của Mỹ - thước đo lạm phát đã tăng 3,09% trong tháng 6, thấp hơn nhiều so với mức 4,1% trong tháng 5. Trong khi đó, CPI cơ bản tăng 4,86% trong tháng 6, thấp hơn so với mức 5,33% trong tháng 5. Lạm phát hạ nhiệt làm tăng kỳ vọng trên thị trường rằng Cục Dự trữ Liên bang Mỹ sẽ giảm tốc độ tăng lãi suất. Điều đó đã kéo lợi suất trái phiếu kho bạc giảm mạnh và khiến chỉ số DXY lao dốc.
Chỉ số USD Index đã giảm xuống dưới mức hỗ trợ chính là 100,80. Ngưỡng kháng cự mạnh đối với chỉ số này nằm ở khoảng 100,80-101. Nếu chỉ số DXY giảm xuống dưới mốc 101, triển vọng ngắn hạn là giảm. Nó có thể giảm xuống mốc 98, và thậm chí 96 trong những tuần tới.
Ngược lại, nếu USD Index tăng bứt phá lên trên mốc 101, thì hạn chế được áp lực giảm giá. Tuy nhiên, trường hợp này hiện khó có thể xảy ra.