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 23.603 VND/USD (tăng 2 đồng so với hôm qua). Tỷ giá tham khảo tại Sở giao dịch NHNN hiện mua vào ở mức 24.450 VND/USD (không đổi) và bán ra ở mức 24.780 VND/USD (không đổi).
Tỷ giá USD hôm nay tương đối ổn định tại đa số ngân hàng. Ngân hàng VPBank giữ nguyên cả giá mua và giá bán ở mức 23.253 – 23.603 VND/USD. Ngân hàng Á Châu ổn định cả giá mua và giá bán ở mức 23.300 – 23.800 VND/USD. Ngân hàng Đông Á ổn định cả giá mua và giá bán ở mức 23.320 – 23.650 VND/USD. Vietcombank ổn định cả giá mua và giá bán ở mức 23.250 – 23.620 VND/USD.
Giá mua USD hiện nằm trong khoảng từ 23.250 – 23.345 VND/USD, còn bán ra ở mức 23.557 –23.800 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 23.380 đồng/USD (giữ nguyên so với hôm qua) và bán ra 23.480 đồng/USD (giữ nguyên).
Tỷ giá USD ngày 7/4/2023
ĐVT: đ/USD
![Tỷ giá USD ngày 7/4/2023 tương đối ổn định Tỷ giá USD ngày 7/4/2023 tương đối ổn định](data:image/png;base64,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)
USD thế giới phục hồi nhẹ
USD Index hiện ở mức 101,89 theo ghi nhận lúc 7h (giờ Việt Nam). Tỷ giá euro so với USD giảm 0,03% ở mức 1,0919. Tỷ giá đồng bảng Anh so với USD tăng 0,03% ở mức 1,2442. Tỷ giá USD so với yen Nhật giảm 0,13% ở mức 131,62.
Theo Investing, đồng USD dù tăng cao hơn vào đầu phiên giao dịch hôm qua với tâm lý rủi ro suy yếu có lợi cho đồng tiền trú ẩn an toàn nhưng vẫn ở quanh mức thấp nhất trong hai tháng do nền kinh tế đang "nguội lạnh" cho thấy chu kỳ tăng lãi suất của Cục Dự trữ Liên bang Mỹ (Fed) có vẻ sẽ tạm dừng.
Dữ liệu kinh tế từ Mỹ đã chỉ ra rằng tăng trưởng kinh tế đang chậm lại, với lĩnh vực dịch vụ mở rộng chậm hơn vào tháng 3 khi nhu cầu hạ nhiệt, trong khi cơ hội việc làm giảm xuống mức thấp nhất trong gần hai năm vào tháng 2. Những lo ngại rằng điều này sẽ dẫn đến suy thoái trong nền kinh tế lớn nhất thế giới đã ảnh hưởng đến tâm lý rủi ro khiến USD được hưởng lợi, đặc biệt là trước kỳ nghỉ lễ Phục sinh. Tuy nhiên, điều này cũng làm tăng kỳ vọng rằng Fed có thể tạm dừng chính sách thắt chặt của mình, khi các thị trường vẫn định giá hơn 50% khả năng ngân hàng trung ương sẽ đứng vững trong cuộc họp tiếp theo vào tháng 5.
Số liệu về số đơn xin trợ cấp thất nghiệp hàng tuần đã được công bố vào cuối phiên hôm qua nhưng mọi sự chú ý đều đổ dồn vào báo cáo việc làm chính thức của hôm nay. Các nhà phân tích kỳ vọng nền kinh tế sẽ tạo thêm 240.000 việc làm vào tháng trước, thấp hơn con số của tháng 2.
Các chuyên gia tại ING nhận định thị trường rõ ràng đang gắn nhiều rủi ro suy thoái hơn đối với đồng bạc xanh nhưng có vẻ như Fed đã không đưa ra bất kỳ điểm neo chắc chắn nào đối với kỳ vọng lãi suất nên các số liệu chính yếu hơn chắc chắn có thể gây thêm áp lực giảm giá đối với USD.