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Tóm t t ki n th c c b nắ ế ứ ơ ả và Gi i bài t p Hóa h c l p 11: ả ậ ọ ớ Axit nitric và mu iố
nitrat
I. Tóm t t ki n th c c b n: Axit nitric và mu i nitratắ ế ứ ơ ả ố
1. Trong h p ch t HNOợ ấ 3, nguyên t nit có s oxi hóa cao nh t là +5ố ơ ố ấ
2. Axit nitric tinh khi t là ch t l ng không màu, b c khói m nh trong không khí m.ế ấ ỏ ố ạ ẩ
Axit HNO3 tan trong n c theo b t kì t l nào.ướ ấ ỉ ệ
3. Axit HNO3 là m t trong các axit m nh: ộ ạ Làm quỳ tím hóa đ , tác d ng v i baz vàỏ ụ ớ ơ
oxit baz , tác d ng v i mu i c a axit y u.ơ ụ ớ ố ủ ế
- Axit HN3 là ch t oxi hóa m nh: ấ ạ Ph n ng v i h u h t các kim lo i tr Pt và Au, m tả ứ ớ ầ ế ạ ừ ộ
s phi kim, nhi u h p ch t vô c và h u c . S n ph m kh sinh ra tùy thu c n ng đố ề ợ ấ ơ ữ ơ ả ẩ ử ộ ồ ộ
axit, tính kh c a kim lo i và nhi t đ ph n ng.ử ủ ạ ệ ộ ả ứ
4. Trong phòng thí nghi m axit HNOệ3 đ c đi u ch b ng cách cho NaNOượ ề ế ằ 3 ho c KNOặ3
tác d ng v i axit Hụ ớ 2SO4 đăc, nóng:
2NaNO3(tt) + H2SO4(đ) →t0 Na2SO4 + 2HNO3
Trong công nghi p đ c s n xu t theo s đ sau:ệ ượ ả ấ ơ ồ
5. T t c các mu i nitrat đ u tan nhi u trong n c và là ch t đi n li m nh. Các mu iấ ả ố ề ề ướ ấ ệ ạ ố
nitrat kém b n v i nhi t, chúng b phân h y khi đun nóng: ề ớ ệ ị ủ Mu i nitrat c a các kim lo iố ủ ạ
ho t đ ng m nh (kali, natri,…) b phân h y thành mu i nitrit và oxi; mu i nitrat c aạ ộ ạ ị ủ ố ố ủ
magie, k m, s t, chì, đ ng,…b phân h y thành oxit kim lo i t ng ng, NOẽ ắ ồ ị ủ ạ ươ ứ 2 và O2;
mu i nitrat c a b c, vàng, th y ngân,… b phân h y thành kim lo i t ng ng, khíố ủ ạ ủ ị ủ ạ ươ ứ
NO2 và O2.
II. Gi i bài t p trang 45 SGK Hóa h c l p 11ả ậ ọ ớ
Bài 1. Vi t công th c electron, công th c c u t o c a axit nitric. Cho bi t nguyên tế ứ ứ ấ ạ ủ ế ố
nit có hóa tr và s oxi hóa bao nhiêu?ơ ị ố
Tr l i: ả ờ