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: 23.098 VND/USD (tăng 3 đồng so với cuối tuần qua). Tỷ giá tham khảo tại Sở giao dịch NHNN hiện mua vào ở mức 22.550 VND/USD (không đổi) và bán ra ở mức 23.050 VND/USD (không đổi).
Giá USD tự do niêm yết ở mức mua vào 23.340 đồng/USD và bán ra 23.390 đồng/USD, giá mua và giá bán cùng tăng 40 đồng so với cuối tuần qua.
Tỷ giá USD ngày 04/4/2022
ĐVT: VND/USD
![Tỷ giá USD ngày 04/4/2022 đồng loạt tăng Tỷ giá USD ngày 04/4/2022 đồng loạt tăng](data:image/png;base64,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)
Tỷ giá USD thế giới tăng nhẹ
USD Index tăng 0,01% lên 98,550 ghi nhận lúc 06h50 (giờ Việt Nam). Tỷ giá euro so với USD giảm 0,03% xuống 1,1049. Tỷ giá đồng bảng Anh so với USD giảm 0,03% xuống 1,3108. Tỷ giá USD so với yen Nhật đạt 122,47.
Theo Nasdaq, tỷ giá USD tuần này sẽ phụ thuộc vào các dữ liệu kinh tế từ các thị trường quan trọng, động thái chính sách của các ngân hàng trung ương và tình hình chiến sự tại Ukraine.
Tại Mỹ, đầu tuần sẽ là thời điểm công bố chỉ số PMI phi sản xuất trong tháng 3. Báo cáo này được cho là sẽ thu hút nhiều sự chú ý từ các nhà đầu tư với kỳ vọng tăng trưởng trong lĩnh vực dịch vụ sẽ hỗ trợ lộ trình nâng lãi suất của Cục dự trữ liên bang Mỹ (Fedd).
Ngày 7/4, báo cáo số lượng đơn xin trợ cấp thất nghiệp hàng tuần sẽ là trọng tâm chính của thị trường, có khả năng ảnh hưởng đến tỷ giá USD vào cuối tuần. Trong khi đó, các nhà phân tích và giới giao dịch đang chờ đợi biên bản cuộc họp của Ủy ban thị trường mở Liên bang (FOMC) để có cái nhìn rõ ràng hơn về xu hướng tiền tệ trong thời gian tới.
Tại châu Âu, nền kinh tế Đức sẽ là tâm điểm trong tuần này với dữ liệu thương mại, số lượng đơn đặt hàng của nhà máy và số liệu sản xuất công nghiệp trong tháng 2. Đối với các quốc gia thành viên và toàn khu vực đồng tiền chung châu Âu, dữ liệu PMI dịch vụ và tổng hợp cũng là những nhân tố có khả năng tác động đến tỷ giá đồng euro so với đồng bạc xanh.
Về mặt chính sách tiền tệ, biên bản cuộc họp của Ngân hàng trung ương châu Âu (ECB) dự kiến phát hành vào cuối tuần nhận được nhiều sự quan tâm của thị trường do tầm quan trọng của dữ liệu này đến biến động đồng euro so với USD, đặc biệt trong bối cảnh khu vực châu Âu đang chịu nhiều ảnh hưởng từ cuộc chiến tại Ukraine và tình trạng lạm phát leo thang kỷ lục.
Tại Anh, không có nhiều số liệu thống kê được đưa ra trong tuần này ngoại trừ báo cáo PMI dịch vụ và tổng hợp cho tháng 3 vào ngày 5/4 có thể tạo ra biến động trong tỷ giá đồng bảng Anh so với USD. Ngoài ra, Thống đốc Ngân hàng Anh (BoE) Bailey dự kiến sẽ có bài phát biểu về chính sách tiền tệ vào ngày 4/4 thu hút nhiều kỳ vọng từ các nhà đầu tư.
Liên quan đến căng thẳng địa chính trị có ảnh hưởng lớn đến thị trường tiền tệ, chiến sự giữa Nga và Ukraine sẽ vẫn là tâm điểm trong tuần này với việc các thị trường đang hy vọng về những tiến triển trong đàm phán giữa hai bên về một lệnh ngừng bắn.
Nguồn:Vinanet/VITIC