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 23.720 VND/USD (tăng 27 đồng so với hôm 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 24.856 VND/USD (tăng 29 đồng so với hôm qua).
Tỷ giá USD hôm nay tại đa số ngân hàng giảm nhẹ so với hôm qua. Ngân hàng Vietinbank giảm 15 đồng giá mua và giảm 55 đồng giá bán xuống mức 23.230 – 23.650 VND/USD. Ngân hàng VPBank giữ nguyên cả giá mua và giá bán ở mức 23.288 – 23.658 VND/USD. Ngân hàng Đông Á giữ nguyên cả giá mua và giá bán ở mức 23.350 – 23.680 VND/USD. Vietcombank giảm 10 đồng cả giá mua và giá bán xuống mức 23.290 – 23.660 VND/USD.
Giá mua USD hiện nằm trong khoảng từ 23.230 – 23.395 VND/USD, còn bán ra ở mức 23.607 –23.680 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 23.450 đồng/USD (không đổi so với hôm qua) và bán ra 23.490 đồng/USD (không đổi).
Tỷ giá USD ngày 6/6/2023
ĐVT: đ/USD
![Tỷ giá USD ngày 6/6/2023 giảm nhẹ tại đa số ngân hàng Tỷ giá USD ngày 6/6/2023 giảm nhẹ tại đa số ngân hàng](data:image/png;base64,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)
USD thế giới giảm
USD Index hiện ở mức 104,00 theo ghi nhận lúc 7h (giờ Việt Nam). Tỷ giá euro so với USD tăng 0,02% ở mức 1,0717. Tỷ giá đồng bảng Anh so với USD giảm 0,01% ở mức 1,2437. Tỷ giá USD so với yen Nhật giảm 0,05% ở mức 139,51.
Theo Investing, đồng USD đã giảm vào phiên đầu tuần khi có thông tin rằng lĩnh vực dịch vụ của Mỹ hầu như không tăng trưởng trong tháng 5 do các đơn đặt hàng mới chậm lại, chấm dứt đà tăng ban đầu do tăng trưởng việc làm mạnh mẽ.
Viện Quản lý Cung ứng (ISM) cho biết PMI phi sản xuất của họ đã giảm xuống 50,3 vào tháng trước từ mức 51,9 vào tháng 4. Chỉ số trên 50 cho thấy sự tăng trưởng trong ngành dịch vụ, chiếm hơn hai phần ba nền kinh tế. Các nhà kinh tế tham gia khảo sát của Reuters đã dự báo chỉ số PMI phi sản xuất sẽ tăng lên 52,2.
Bill Adams, nhà kinh tế trưởng của Ngân hàng Comerica cho rằng dữ liệu đã chỉ ra tín hiệu chính xác hơn từ báo cáo việc làm có thể là do tỷ lệ thất nghiệp tăng chứ không phải là sự gia tăng vững chắc của việc làm được trả lương.
Dữ liệu vào thứ Sáu cho thấy tăng trưởng việc làm của Hoa Kỳ đã tăng tốc thêm 339.000 việc làm trong tháng 5, nhưng tỷ lệ thất nghiệp tăng lên mức cao nhất trong 7 tháng là 3,7% cho thấy thị trường lao động đang nới lỏng.
Đồng USD trước đó đã tăng sau khi số lượng việc làm tốt hơn mong đợi đã thúc đẩy kỳ vọng Cục Dự trữ Liên bang (Fed) có thể tiếp tục tăng lãi suất khi lạm phát vẫn tăng cao. Brian Daingerfield, chuyên gia FX tại NatWest Markets cho rằng số lượng việc làm tiếp tục gây bất ngờ một cách có ý nghĩa đối với giới quan chức khi thị trường lao động đang tiếp tục rất mạnh mẽ.
Ngân hàng trung ương được cho là có nhiều khả năng sẽ giữ nguyên lãi suất trong tháng 6, nhưng các nhà giao dịch hợp đồng tương lai lãi suất quỹ liên bang đang định giá 65% khả năng ít nhất sẽ có thêm 25 điểm cơ bản tăng lãi suất vào tháng 7, theo công cụ FedWatch của CME Group.