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 23.626 VND/USD (tăng 11 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 24.745 VND/USD (tăng 43 đồng so với hôm qua).
Tỷ giá USD hôm nay tại các ngân hàng chỉ biến động nhẹ so với hôm qua. Ngân hàng Á Châu không đổi cả giá mua và giá bán ở mức 23.200 – 23.700 VND/USD. Ngân hàng VPBank không đổi cả giá mua và giá bán ở mức 23.320 – 23.670 VND/USD. Ngân hàng Đông Á giữ nguyên cả giá mua và giá bán ở mức 23.370 – 23.700 VND/USD. Vietcombank giảm 10 đồng cả giá mua và giá bán xuống mức 23.320 – 23.690 VND/USD.
Giá mua USD hiện nằm trong khoảng từ 23.200 – 23.387 VND/USD, còn bán ra ở mức 23.599 –23.700 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 23.470 đồng/USD (không đổi so với hôm qua) và bán ra 23.520 đồng/USD (không đổi).
Tỷ giá USD ngày 19/4/2023
ĐVT: đ/USD
![Tỷ giá USD ngày 19/4/2023 tại các ngân hàng tương đối ổn định Tỷ giá USD ngày 19/4/2023 tại các ngân hàng tương đối ổn định](data:image/png;base64,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)
USD thế giới dừng đà tăng
USD Index hiện ở mức 101,71 theo ghi nhận lúc 7h (giờ Việt Nam). Tỷ giá euro so với USD tăng 0,07% ở mức 1,0983. Tỷ giá đồng bảng Anh so với USD tăng 0,05% ở mức 1,2430. Tỷ giá USD so với yen Nhật giảm 0,09% ở mức 133,99.
Theo Investing, đồng USD đã giảm trở lại vào hôm qua nhường lại đà tăng cho các đồng tiền khác sau khi có dữ liệu tăng trưởng tốt hơn dự báo từ Trung Quốc và dữ liệu thanh toán lạc quan từ Anh đã hỗ trợ đồng bảng Anh. Cụ thể, tổng sản phẩm quốc nội (GDP) của Trung Quốc tăng 4,5% so với cùng kỳ trong ba tháng đầu năm đã đánh bại dự báo của các nhà phân tích về mức tăng 4% khi kết thúc các biện pháp kiềm chế COVID-19 đã đưa nền kinh tế thứ hai thế giới lên nền kinh tế lớn nhất thoát khỏi suy thoái.
Dữ liệu riêng về hoạt động tháng 3 cũng được công bố cho thấy tăng trưởng doanh số bán lẻ nhanh chóng lên 10,6%, vượt qua kỳ vọng và đạt mức cao nhất trong gần hai năm, trong khi tăng trưởng sản lượng của nhà máy cũng tăng nhanh nhưng chỉ dưới mức kỳ vọng.
Chris Turner, trưởng bộ phận thị trường toàn cầu của ING cho rằng dữ liệu hoạt động tốt của Trung Quốc sẽ hỗ trợ phục hồi cho các loại tiền tệ hàng hóa, tiền tệ của các thị trường mới nổi còn đồng bạc xanh sẽ bắt đầu giảm giá. Không những thế, dữ liệu tốt của Trung Quốc thường được coi là tin tốt cho đồng euro do lĩnh vực sản xuất lớn. Trong khi đó, đồng bảng Anh tăng vọt bất chấp tỷ lệ thất nghiệp tăng bất ngờ trong ba tháng tính đến tháng 2 do tăng trưởng tiền lương vẫn cao hơn dự báo, điều này có thể khiến Ngân hàng Trung ương Anh tăng lãi suất một lần nữa vào tháng 5.
Sau dữ liệu công bố về niềm tin của những người xây nhà ở được cải thiện trong tháng thứ tư liên tiếp vào tháng 4 trong khi hoạt động sản xuất ở bang New York tăng lần đầu tiên sau 5 tháng, thị trường đang định giá khoảng 90% khả năng Fed sẽ tăng lãi suất thêm 25 điểm cơ bản tại cuộc họp tiếp theo vào tháng 5, và các nhà giao dịch vẫn mong đợi việc cắt giảm lãi suất vào cuối năm nay.