Câu 1 : Nhóm kim loại đều tác dụng với nước ở điều kiện thường là
A. Ca , Na , Fe, K B. Na , Ba, Ca , K
C. K , Na , Ba , Al D. Li , Na , Cu , K
Câu 2 : Nhóm các chất đều tác dụng được với nước ở điều kiện thường là
A. N2O5 , SO2, Na2O B. K, CO, Al2O3 C. CO2, Fe, NO D. CuO, Cu, P2O5
Câu 3 : Dãy chỉ gồm các oxit axit là:
A. SiO2, CO2, SO2, SO3, P2O5 B. CO2, SO2, MnO, Al2O3, P2O5
C. FeO, Mn2O7, SiO2, CaO, Fe2O3 D. Na2O, BaO, H2O, H2O2, ZnO
Câu 4 : Dãy nào chỉ gồm các oxit bazơ
A. Na2O, BaO, CuO, K2O B. BaO, CuO, K2O, CO2
C. Na2O, K2O, FeO, SO2 D. BaO, CuO, Fe2O3, N2O5
Câu 5: Oxit nào là oxit axit trong số các oxit cho dưới đây?
A. Na2O B. CaO C. SO3 D. CuO
Câu 6: Oxit phi kim nào dưới đây không phải là oxit axit?
A. CO2 B.CO C.SiO2 D. Cl2O7
Câu 7: Oxit phi kim nào dưới đây không phải là oxit axit?
A.CO B.SO3 C.P2O5 D. N2O5
Câu 8: Oxit nào dưới đây góp nhiều phần nhất vào sự hình thành mưa axit?
A. CO2( cacbon đioxit) B. CO( cacbon oxit)
C. SO2 ( lưu huỳnh đoxit) D. SnO2( thiếc đioxit)
Câu 9: Oxit nào gây nên hiệu ứng nhà kính
A. CO2( cacbon đioxit) B. CO( cacbon oxit)
C. SO2 ( lưu huỳnh đoxit) D. SnO2( thiếc đioxit)
Câu 10: Thiếc có thể có hoá trị II hoặc IV. Hợp chất có công thức SnO2 có tên là:
A. Thiếc penta oxit B. Thiếc oxit
C. Thiếc (II) oxit D. Thiếc (IV) oxit.
Câu 11: Nguyên liệu để sản xuất khí O2 trong công nghiệp là phương án nào sau đây:
A. KMnO4 B. KClO3 C. KNO3 D. Không khí
Câu 12: Cho các chất sau:
1. FeO 2. KClO3 3. KMnO4
4. CaCO3 5. Không khí 6. H2O
Những chất được dùng để điều chế oxi trong phòng thí nghiệm là:
A. 1, 2, 3, 5 B. 2, 3, 5, 6 C. 2, 3 D. 2, 3, 5
Câu 13 : Để điều chế khí H2 trong phòng thin ghiệm người ta cho các kim loại nào phản ứng với dung dịch HCl ( hoặc H2SO4 loãng)?
A. Fe, Zn, Al B. Cu, Fe, Al C. Ag, Zn, Fe D. Zn, Hg, Ag.
Câu 14: Hình vẽ nào dưới đây mô tả đúng cách thu khí H2 trong phòng thí nghiệm ?
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)
Câu 15: Chọn định nghĩa phản ứng phân huỷ đầy đủ nhất:
A. Phản ứng phân huỷ là phản ứng hoá học trong đó một chất sinh ra một chất mới
B. Phản ứng phân huỷ là phản ứng hoá học trong đó một chất sinh ra hai chất mới
C. Phản ứng phân huỷ là phản ứng hoá học trong đó một chất sinh ra hai hay nhiều chất mới
D. Phản ứng phân huỷ là phản ứng hoá học có chất khí thoát ra
Câu 16 :Phản ứng nào dưới đây là phản ứng hoá hợp
A. CuO + H2 -> Cu + H2O
B. CaO +H2O -> Ca(OH)2
C. 2MnO4 -> K2MnO4 + MnO2 + O2
D. CO2 + Ca(OH)2-> CaCO3 +H2O
Câu 17: Phản ứng nào dưới đây không phải là phản ứng hoá hợp:
A. 3Fe + 3O2 -> Fe3O4 B. 3S +2O2 - > 2SO2
C. CuO +H2 -> Cu + H2O D. 2P + 2O2 - > P2O5
Câu 18: Phản ứng nào sau đây là phản ứng phân hủy?
A. CO2 + Ca(OH)2
CaCO3 + H2O B. CaO + H2O
Ca(OH)2
C. 2KMnO4
K2MnO4 + MnO2 + O2 D. CuO + H2
Cu + H2O
Câu 19: Chọn câu trả lời đúng trong các câu sau đây về thành phần theo thể tích của không khí:
A. 21% khí nitơ, 78% khí oxi, 1% các khí khác ( CO2, CO, khí hiếm…)
B. 21% các khí khác, 78% khí nitơ, 1% khí oxi.
C. 21% khí oxi, 78% khí nitơ, 1% các khí khác ( CO2, CO, khí hiếm…)
D. 21% các khí oxi, 78% các khí khác, 1% khí nitơ.
Câu 20: Cho các phát biểu sau
(1) H2 là chất khí nhẹ nhất trong tất cả các chất khí.
(2) H2 có thể ứng dụng vào hàn cắt kim loại và sản xuất nhiên liệu, nạp vào kinh khí cầu vì nó nhẹ và khi cháy tỏa ra nhiều nhiệt.
(3) Phản ứng giữa oxi và hiđro luôn tạo ra tiếng nổ.
(4) Ta có thể cho kim loại Cu tác dụng với axit HCl để điều chế H2 trong phòng thí nghiệm.
(5) Ta có thể cho kim loại Zn tác dụng với axit HCl để điều chế H2 trong phòng thí nghiệm
Số phát biểu đúng trong các phát biểu trên là :
A.5 B. 4 C. 3 D. 2