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 24.252 VND/USD (giảm 8 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 25.450 VND/USD (không đổi).
Tỷ giá USD hôm nay tại các ngân hàng tiếp tục giảm so với cuối tuần qua. Ngân hàng Vietcombank giảm 9 đồng cả giá mua và giá bán xuống mức 25.214 – 25.464 VND/USD. Ngân hàng VPBank giữ nguyên giá mua nhưng giảm 9 đồng giá bán xuống mức 25.230 – 25.464 VND/USD. Ngân hàng Á Châu giữ nguyên cả giá mua và giá bán ở mức 25.240 – 25.473 VND/USD. Ngân hàng MB giảm 7 đồng giá mua và giảm 9 đồng giá bán xuống mức 25.223 – 25.464 VND/USD. Ngân hàng Seabank giảm 9 đồng cả giá mua và giá bán xuống mức 25.244 – 25.464 VND/USD
Giá mua USD hiện nằm trong khoảng từ 25.214 – 25.255 VND/USD, còn bán ra ở mức 25.464 – 25.473 VND/USD. Trong đó, Ngân hàng Sacombank vừa có giá mua USD cao nhất vừa có giá bán thấp nhất so với các ngân hàng khác.
Giá USD tự do niêm yết ở mức mua vào 25.900 đồng/USD (giảm 20 đồng so với cuối tuần qua) và bán ra 25.980 đồng/USD (giảm 40 đồng).
Tỷ giá USD ngày 1/7/2024
ĐVT: đồng/USD
![Tỷ giá USD ngày 1/7/2024 tiếp tục giảm Tỷ giá USD ngày 1/7/2024 tiếp tục giảm](data:image/png;base64,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Tỷ giá USD thế giới giảm
USD Index (DXY), thước đo sức mạnh của đồng bạc xanh so với các đồng tiền chủ chốt khác hiện ở mức 105,71 theo ghi nhận lúc 6h45 (giờ Việt Nam).
Tỷ giá euro so với USD tăng 0,21% ở mức 1,0739. Tỷ giá đồng bảng Anh so với USD tăng 0,02% ở mức 1,2650. Tỷ giá USD so với yen Nhật giảm 0,01% ở mức 160,87.
Theo Investing, đồng USD đã giảm giá vào cuối tuần trước sau khi dữ liệu cho thấy lạm phát tại nền kinh tế lớn nhất thế giới đã giảm xuống vào tháng trước, củng cố kỳ vọng Cục Dự trữ Liên bang sẽ bắt đầu cắt giảm lãi suất trong năm nay.
Đồng bạc xanh ban đầu giảm so với đồng yen nhưng sau đó đã tăng nhẹ và giao dịch đi ngang khi các nhà đầu tư vẫn tập trung vào chênh lệch lãi suất lớn giữa Mỹ và Nhật Bản và cảnh giác cao độ về sự can thiệp của chính quyền Nhật Bản để hỗ trợ đồng yen. Đồng tiền Mỹ đã ghi nhận mức tăng hàng tháng và hàng quý so với đồng yen lần lượt là khoảng 1,9% và 5,9%.
Dữ liệu cho thấy chỉ số giá chi tiêu tiêu dùng cá nhân (PCE) của Mỹ, thước đo lạm phát ưa thích của Fed, không thay đổi trong tháng trước và theo sau mức tăng 0,3% không điều chỉnh vào tháng 4. Trong 12 tháng tính đến tháng 5, chỉ số giá PCE tăng 2,6% sau khi tăng 2,7% vào tháng 4.
Boris Kovacevic, chiến lược gia vĩ mô toàn cầu tại Convera nhận định con số PCE phần lớn phù hợp với kỳ vọng, xác nhận xu hướng giảm phát như đã thể hiện qua số liệu CPI, PPI hồi đầu tháng này. Các dữ liệu vĩ mô tiếp tục chỉ ra sự suy yếu của nền kinh tế Mỹ.
Theo tính toán của LSEG, hợp đồng tương lai lãi suất quỹ liên bang đã tăng nhẹ kỳ vọng về khả năng nới lỏng vào tháng 9 lên khoảng 67%, từ khoảng 65% vào cuối ngày thứ 5. Thị trường cũng đang định giá từ một đến hai lần cắt giảm lãi suất, mỗi lần 25 điểm cơ bản trong năm nay.
Một báo cáo riêng hôm thứ 5 cho thấy hoạt động kinh doanh ở Trung Tây tiến triển tốt hơn dự kiến, giúp đỡ đồng USD một cách khiêm tốn. Chỉ số quản lý mua hàng (PMI) của Chicago đã tăng lên 47,4 từ mức 35 trong tháng 5 và tốt hơn mức 40 mà các nhà kinh tế dự đoán.
Trong khi đó, tâm lý người tiêu dùng được Đại học Michigan khảo sát cho thấy mức tốt hơn mong đợi là 68,2 trong tháng 6, cũng hỗ trợ USD. Ngoài ra, những người trả lời cuộc khảo sát ghi nhận tâm lý kỳ vọng lạm phát trong ngắn và dài hạn sẽ ở mức 3%.
Tuần này, các nhà đầu tư sẽ tập trung vào báo cáo bảng lương phi nông nghiệp của Mỹ, trong đó các nhà kinh tế Phố Wall dự báo mức tăng 195.000 trong tháng 6, so với 272.000 trong tháng 5.
David Donabedian, giám đốc đầu tư của CIBC Private Wealth, cho biết báo cáo việc làm này sẽ cho thấy liệu thị trường việc làm có chậm lại hay không. Con số này sẽ phải là một bất ngờ lớn theo hướng giảm để cho thấy Fed sẽ hành động vào tháng 7 để hạ lãi suất. Ông kỳ vọng Fed sẽ giữ nguyên lãi suất trừ khi thị trường việc làm bắt đầu suy yếu.