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 24.261 VND/USD (không đổi so với cuối tuần 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 25.450 VND/USD (không đổi).
Tỷ giá USD hôm nay giảm tại đa số ngân hàng. Ngân hàng Vietcombank không đổi cả giá mua và giá bán ở mức 25.224 – 25.474 VND/USD. Ngân hàng VPBank tăng 36 đồng giá mua và tăng 11 đồng giá bán lên mức 25.201 – 25.474 VND/USD. Ngân hàng Á Châu giảm 30 đồng giá mua nhưng giữ nguyên giá bán ở mức 25.220 – 25.474 VND/USD. Ngân hàng MB giảm 150 đồng giá mua và giảm 4 đồng giá bán xuống mức 25.180 – 25.470 VND/USD. Ngân hàng Techcombank giảm 26 đồng giá mua nhưng giữ nguyên giá bán ở mức 25.187 – 25.474 VND/USD. Ngân hàng Seabank tăng 19 đồng giá mua nhưng giữ nguyên giá bán ở mức 25.254 – 25.474 VND/USD
Giá mua USD hiện nằm trong khoảng từ 25.180 – 25.254 VND/USD, còn bán ra ở mức 25.470 -25.474 VND/USD. Trong đó, Ngân hàng Seabank có giá mua USD cao nhất và Ngân hàng MB có giá bán USD thấp nhất so với các ngân hàng khác.
Giá USD tự do niêm yết ở mức mua vào 25.750 đồng/USD (không đổi so với cuối tuần qua) và bán ra 25.820 đồng/USD (giảm 10 đồng).
Tỷ giá USD ngày 3/6/2024
ĐVT: đồng/USD
![Tỷ giá USD ngày 3/6/2024 giảm tại đa số ngân hàng Tỷ giá USD ngày 3/6/2024 giảm tại đa số ngân hàng](data:image/png;base64,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)
Tỷ giá USD thế giới giảm
USD Index (DXY), thước đo sức mạnh của đồng bạc xanh so với các đồng tiền chủ chốt khác hiện ở mức 104,61 theo ghi nhận lúc 6h45 (giờ Việt Nam).
Tỷ giá euro so với USD tăng 0,05% ở mức 1,0853. Tỷ giá đồng bảng Anh so với USD tăng 0,02% ở mức 1,2743. Tỷ giá USD so với yen Nhật giảm 0,01%, ở mức 157,26.
Theo Investing, đồng USD đã giảm vào cuối tuần qua, ghi nhận mức giảm hàng tháng đầu tiên của năm 2024 sau khi dữ liệu cho thấy lạm phát của Mỹ tăng phù hợp với kỳ vọng vào tháng 4, chứng tỏ có rất ít sự rõ ràng về thời gian Cục Dự trữ Liên bang Mỹ có thể cắt giảm lãi suất.
Cục Phân tích Kinh tế của Bộ Thương mại cho biết chỉ số giá chi tiêu tiêu dùng cá nhân (PCE) đã tăng 0,3% trong tháng trước, phù hợp với mức tăng chưa được điều chỉnh trong tháng 3.
Joseph Trevisani, nhà phân tích cấp cao tại FX Street cho rằng con số này không mang lại bất kỳ tín hiệu nào cho thấy Fed đang đạt được mục tiêu của mình.
Fed đã tăng chi phí đi vay lên 525 điểm cơ bản kể từ tháng 3/2022 nhằm hạ nhiệt nhu cầu trên toàn nền kinh tế. Thị trường tài chính ban đầu dự kiến đợt cắt giảm lãi suất đầu tiên sẽ diễn ra vào tháng 3, nhưng sau đó nó đã bị đẩy sang tháng 6 và bây giờ là tháng 9.
Dữ liệu chính thức hôm thứ 5 cho thấy nền kinh tế Mỹ tăng trưởng với tốc độ hàng năm là 1,3% từ tháng 1 đến tháng 3, giảm so với ước tính 1,6% trước đó sau khi điều chỉnh giảm chi tiêu tiêu dùng.
Kyle Chapman, nhà phân tích thị trường ngoại hối tại Ballinger Group cho biết mặc dù lạm phát đang đi đúng hướng nhưng các nhà hoạch định chính sách chắc chắn vẫn chưa thoát khỏi sự thận trọng khi diễn giải quá mức những con số.