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 23.939 VND/USD (tăng 16 đồng 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 25.085 VND/USD (tăng 16 đồng).
Tỷ giá USD hôm nay quay đầu giảm trên toàn hệ thống ngân hàng. Ngân hàng VPBank giảm 35 đồng giá mua và giảm 115 đồng giá bán xuống mức 24.015 - 24.395 VND/USD. Ngân hàng Đông Á giảm 70 đồng cả giá mua và giá bán xuống mức 24.080 - 24.380 VND/USD. Ngân hàng Á Châu giảm 50 đồng cả giá mua và giá bán xuống mức 24.040 – 24.390 VND/USD. Ngân hàng MB giảm 152 đồng giá mua nhưng tăng 25 đồng giá bán lên mức 24.003 – 24.398 VND/USD. Ngân hàng Techcombank tăng 34 đồng giá mua nhưng giảm 119 đồng giá bán xuống mức 24.064 – 24.391 VND/USD.
Giá mua USD hiện nằm trong khoảng từ 24.003 – 24.120 VND/USD, còn bán ra ở mức 24.380 – 24.460 VND/USD. Trong đó, Ngân hàng Seabank có giá mua USD cao nhất và ngân hàng Á Châu có giá bán USD thấp nhất so với các ngân hàng khác.
Giá USD tự do niêm yết ở mức mua vào 24.520 đồng/USD (giảm 80 đồng so với cuối tuần qua) và bán ra 24.620 đồng/USD (giảm 30 đồng).
Tỷ giá USD ngày 4/12/2023
ĐVT: đồng/USD
![Tỷ giá USD ngày 4/12/2023 quay đầu giảm trên toàn hệ thống ngân hàng Tỷ giá USD ngày 4/12/2023 quay đầu giảm trên toàn hệ thống ngân hàng](data:image/png;base64,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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) đứng ở mức 103,19.
DÀNH CHO BẠN
Dự đoán xu hướng đồng bạc xanh hay Euro trong tuần này là giảm nhẹ.
Chỉ số DXY và lãi suất trái phiếu kho bạc Mỹ đã giảm mạnh trong vài tuần qua. Chỉ số DXY hiện đã giảm từ khoảng 107 xuống mốc 103. Lợi suất trái phiếu kho bạc kỳ hạn 10 năm của Mỹ cũng đã giảm mạnh từ khoảng 5% xuống còn 4,19%.
Lạm phát tại Mỹ hạ nhiệt, những đồn đoán trên thị trường về việc Cục Dự trữ Liên bang Mỹ (Fed) sẽ bắt đầu chu kỳ cắt giảm lãi suất đang đè nặng lên đồng bạc xanh và lãi suất trái phiếu kho bạc.
Kết quả cuộc họp tiếp theo của Fed sẽ được công bố vào ngày 13/12. Thị trường kỳ vọng Ngân hàng trung ương sẽ giữ nguyên lãi suất. Tuy nhiên, theo dự báo do Fed công bố vào tháng 9, Ngân hàng trung ương vẫn có khả năng tăng lãi suất thêm 25 điểm cơ bản. Vì vậy, cần phải chờ đợi các dữ liệu kinh tế và tình hình lạm phát trong thời gian tới sẽ tác động trực tiếp tới cuộc họp của Fed.
Xu hướng ngắn hạn của chỉ số DXY là giảm. Mức kháng cự đối với chỉ số này là 104. Nó có thể giảm xuống vùng 102-101,50 trong vài tuần tới. Hành động giá sau đó sẽ cần được theo dõi chặt chẽ.
Nếu chỉ số này có thể phục hồi mạnh từ mức 102-101,50, thì nó sẽ tăng trở lại mức 104. Ngược lại, việc phá vỡ dưới mốc 101,50 sẽ làm gia tăng áp lực giảm giá, điều đó có thể kéo chỉ số này xuống mốc 100.
Trong khi đó, đồng Euro đã giảm mạnh từ mức cao 1,1017 vào tuần trước. Đồng tiền này đã chạm mức thấp là 1,0829 và đã phục hồi trở lại vào cuối tuần trước. Triển vọng trước mắt là giảm. Chỉ số EUR/USD có thể sẽ giảm xuống mốc 1,08 và thậm chí là 1,07. Tuy nhiên, nó được hỗ trợ trong khoảng 1.07-1.08. Vì vậy, khả năng giảm xuống dưới mốc 1,07 sẽ ít xảy ra hơn.
Mức kháng cự đối với đồng tiền này nằm trong vùng 1.0900-1.0930. Sự gia tăng mạnh mẽ vượt mức 1,0930 sẽ giúp giảm bớt áp lực giảm giá, thậm chí mang lại xu hướng tăng giá lên mốc 1,10-1,11 trong tương lai.