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 23.815 VND/USD (tăng 12 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 24.955 VND/USD (tăng 12 đồng so với cuối tuần qua).
Tỷ giá USD hôm nay giảm đồng loạt trên toàn hệ thống ngân hàng. Ngân hàng VPBank không đổi cả giá mua và giá bán ở mức 23.511 – 23.891 VND/USD. Ngân hàng Đông Á giảm 50 đồng cả giá mua và giá bán xuống mức 23.530 – 23.830 VND/USD. Vietcombank giảm 10 đồng cả giá mua và giá bán xuống mức 23.510 – 23.880 VND/USD. Ngân hàng BIDV giảm 45 đồng cả giá mua và giá bán xuống mức 23.535 – 23.835 VND/USD. Ngân hàng Vietinbank giảm 44 đồng giá mua và giảm 84 đồng giá bán xuống mức 23.436 – 23.856 VND/USD.
Giá mua USD hiện nằm trong khoảng từ 23.436 – 23.540 VND/USD, còn bán ra ở mức 23.830 – 23.880 VND/USD. Trong đó, Ngân hàng Agribank có giá mua USD cao nhất và ngân hàng Đông Á có giá bán USD thấp nhất so với các ngân hàng khác.
Giá USD tự do niêm yết ở mức mua vào 23.730 đồng/USD (không đổi so với cuối tuần qua) và bán ra 23.800 đồng/USD (tăng 20 đồng).
Tỷ giá USD ngày 7/8/2023
ĐVT: đ/USD
![Tỷ giá USD ngày 7/8/2023 giảm đồng loạt trên toàn hệ thống ngân hàng Tỷ giá USD ngày 7/8/2023 giảm đồng loạt trên toàn hệ thống ngân hàng](data:image/png;base64,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)
Giá USD thế giới giảm
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), giảm 0,11 % ở mức 102,01 (so với ngày cuối tuần 4/8 ở mức 102,47 ).
Tỷ giá đồng bạc xanh trên thế giới giảm. Đồng Euro cũng giảm.
Cụ thể, đồng bạc xanh có thể tiếp tục dao động tăng tuần thứ ba liên tiếp. Tâm lý e ngại rủi ro tăng cao trên thị trường sau khi Fitch Ratings hạ bậc xếp hạng của Mỹ, gây ra làn sóng bán tháo mạnh các tài sản rủi ro. Điều đó đã giúp đồng bạc xanh tăng giá vào tuần trước. Tuy nhiên, dữ liệu việc làm được công bố vào cuối tuần trước, không đáp ứng được kỳ vọng của thị trường, đã kéo chỉ số DXY giảm. Bảng lương phi nông nghiệp của Mỹ đã tăng 187.000 trong tháng 7, so với kỳ vọng của thị trường là mức 200.000.
Dữ liệu lạm phát Chỉ số giá tiêu dùng (CPI) của Mỹ được công bố vào ngày 10/8 tới sẽ rất quan trọng đối với thị trường. Con số lạm phát giảm sẽ khiến thị trường tăng đặt cược vào việc Cục Dự trữ Liên bang Mỹ (Fed) sẽ tạm dừng tăng lãi suất trong cuộc họp tiếp theo vào tháng 9.
Vùng kháng cự tại 103 đang được giữ vững. Chỉ số DXY đã giảm từ mức cao 102,85 vào tuần trước. Các ngưỡng hỗ trợ đối với đồng bạc xanh trong tuần này là 101,50 và 101. Nhìn chung, 101-103 có thể là phạm vi giao dịch trong tuần này. Sự đột phá ở một trong hai mốc 101 hoặc 103 sẽ xác định xu hướng tiếp theo của chỉ số này.
Trường hợp Chỉ số DXY vượt qua mốc 103 sẽ khiến nó tiếp tục tăng lên vùng 103,50-104. Mặt khác, việc Chỉ số DXY phá vỡ dưới mốc 101 có thể thúc đẩy triển vọng giảm giá. Sự phá vỡ như vậy có thể đưa chỉ số xuống 100,50, thậm chí 100.
Trong một diễn biến khác, tuần vừa qua, đồng Euro đã duy trì tốt mức hỗ trợ 1,09. Đồng tiền này đã chạm mức thấp nhất là 1,0912 và đã tăng trở lại từ mốc đó. Nếu đồng tiền chung châu Âu có thể duy trì tốt trên mốc 1,09, thì khả năng cao là nó sẽ tiếp tục tăng lên 1,1180-1,12 trong ngắn hạn. Mức kháng cự đối với đồng tiền này là 1.1070. Một sự bứt phá trên mốc này có thể kích hoạt đà tăng đối với đồng Euro.
Ngược lại, trong trường hợp đồng Euro giảm xuống dưới 1,09, nó có thể tiếp tục giảm xuống 1,08 - một mức hỗ trợ quan trọng. Triển vọng giảm sẽ xảy ra nếu đồng Euro giảm xuống dưới mốc 1,08.