BỘ ĐỀ LUYỆN THI CẤP TỐC ĐẠI HỌC MÔN HÓA QUAN CÁC NĂM SỐ 14

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1 Đốt cháy hoàn toàn ... đúng A. Các chất X, Y, Z, E, F, G đều có cùng số C trong phân tử. B. Chỉ có X và E là hiđrocacbon C. Các chất X, Y, Z, E, F, G đều phản ứng được với dung dịch Ag2O trong NH3. D. Các chất ... 30. Cho các chất Cu, FeO, Fe3O4, C, FeCO3, Fe(OH)2, Fe tác dụng lần lượt với H2SO4 đặc, nóng đều giải phóng khí SO2. Nhóm các chất mà khi tác dụng với 1 mol H2SO4 đều giải...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1. Hãy cho biết khí ... chất oxi hóa là chất nhận electron trong phản ứng oxi hóa- khử C. quá trình oxi hóa là quá trình làm tăng số oxi hóa D. phản ứng oxi hóa -khử là phản ứng có sự thay đổi số oxi hóa Câu ... X, Y có tổng số hạt proton là 38. Số hạt mang điện của Y nhiều hơn của X là 28 hạt. Hãy chọn kết luận đúng với tính chất hóa học của X, Y. A. X, Y đều là kim loại B. X, Y đều là phi kim...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1.Trong các kim loại Cu, Al, ... nóng chảy điều chế được A. tất cả các kim loại với độ tinh khiết cao. B. các kim loại hoạt động trung bình và yếu. C. chỉ các kim loại hoạt động mạnh. D. chỉ các kim loại hoạt động trung bình. ... có tỉ khối hơi so với metan bằng 4,625. Khi đốt cháy X thu được số mol H2O bằng số mol X đã cháy, còn số mol CO2 bằng 2 lần số mol nước. X tác dụng đươc với Na, NaOH và Ag2O trong dung...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1. Trộn 2 dung dịch: ... oxi hóa là chất nhận electron trong phản ứng oxi hóa- khử B. quá trình oxi hóa là quá trình làm tăng số oxi hóa C. trong pin điện cực dương là anot, cực âm là catot D. phản ứng oxi hóa ... Cho 2 nguyên tử X, Y có tổng số hạt proton là 38. Số hạt mang điện của Y nhiều hơn của X là 28 hạt. Hãy chọn kết luận đúng với tính chất hóa học của X, Y. A. X, Y đều là phi kim B. Y là kim...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1. Nhóm các phân tử, nguyên tử và ion có tổng số ... (CHO)2. Câu 40. Phát biểu nào sau đây là đúng A. Các axit hữu cơ đều tan trong nước . B. Các axit hữu cơ đều làm đỏ quỳ tím. C. Các axit hữu cơ đều ở thể lỏng. D. Axit fomic mạnh nhất trong ... trong công nghiệp bằng cách : A. Dùng phương pháp nhiệt luyện B. Điện phân hợp chất nóng chảy C. Dùng phương pháp thuỷ luyện D. Điện phân dung dich muối Câu 27. Có hai chất bột riêng biệt Fe3O4...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1. Cho khí H2 dư ... oxi hóa là quá trình làm tăng số oxi hóa B. trong pin điện cực dương là anot, cực âm là catot C. chất oxi hóa là chất nhận electron trong phản ứng oxi hóa- khử D. phản ứng oxi hóa ... Cho 2 nguyên tử X, Y có tổng số hạt proton là 38. Số hạt mang điện của Y nhiều hơn của X là 28 hạt. Hãy chọn kết luận đúng với tính chất hóa học của X, Y. A. X, Y đều là phi kim B. Y là kim...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2 010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1: Hỗn hợp X chứa K2O, ... Cho các chất: C4H 10 O, C4H9Cl, C4H 10 , C4H11N. Số đồng phân của các chất giảm theo thứ tự A. C4H9Cl, C4H 10 , C4H 10 O, C4H11N. B. C4H11N, C4H9Cl, C4H 10 O, ... C4H11N. B. C4H11N, C4H9Cl, C4H 10 O, C4H 10 . C. C4H11N, C4H 10 O, C4H9Cl, C4H 10 . D. C4H11N, C4H 10 O, C4H 10 , C4H9Cl. Câu 34: Khi vật bằng gang, thép bị...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1. Dãy các kim loại nào sau ... quá trình oxi hóa là quá trình làm tăng số oxi hóa B. phản ứng oxi hóa -khử là phản ứng có sự thay đổi số oxi hóa C. chất oxi hóa là chất nhận electron trong phản ứng oxi hóa- khử D. ... Y nhiều hơn của X là 28 hạt. Hãy chọn kết luận đúng với tính chất hóa học của X, Y. A. X, Y đều là kim loại B. X, Y đều là phi kim C. Y là kim loại, X là phi kim D. Y là kim loại,...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1. Thực hiện p/ư nhiệt ... trong đó số nguyên tử Al gấp đôi số nguyên tử Fe, tác dụng với lượng dư dung dịch muối clorua của kim loại M ( M có hoá trị II trong muối và đứng sau Al, Fe trong dãy điện hoá) thu được 5 ,12 gam ... dịch Ba(OH)2 có pH = 12, 5 được dung dịch X có pH = 10. Nồng độ mol của dung dịch HCl : a có giá trị bằng: A. 0,0524M. B. 0,5240M C. 0,2524M D. 0,0254M. Câu 12. Cho các chất sau : CH2=CH-Cl...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1. Trộn 2 dung dịch: ... trình oxi hóa là quá trình làm tăng số oxi hóa B. phản ứng oxi hóa -khử là phản ứng có sự thay đổi số oxi hóa C. trong pin điện cực dương là anot, cực âm là catot D. chất oxi hóa là ... X, Y có tổng số hạt proton là 38. Số hạt mang điện của Y nhiều hơn của X là 28 hạt. Hãy chọn kết luận đúng với tính chất hóa học của X, Y. A. X, Y đều là phi kim B. X, Y đều là kim loại...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1: Nhận định nào sau ... chế ăn mòn điện hóa xẩy ra nhanh hơn ăn mòn hóa học là do A. ăn mòn điện hóa không phải là phản ứng oxihoa - khử còn ăn mòn hóa học là phản ứng oxihoa-khử . B. ăn mòn điện hóa tiêu thu năng ... còn ăn mòn hóa học không phát sinh dòng điện . C. các quá trình oxihoa - khử của ăn mòn điện hóa xẩy ra ở hai điện cực còn của ăn mòn hóa học xấy ra cùng một thời điểm D. ăn mòn điện hóa xẩy...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1: Tính khử của các nguyên tử Na, ... Một loại tinh bột có khối lượng mol phân tử là 939600 đvc. Số mắt xích (C6H10O5) có trong phân tử tinh bột đó là: A. 56. B. 57. C. 58. D. 59. Câu 29: Dãy gồm các chất đều có khả năng ... chất hữu cơ A chứa các nguyên tố C,H,O,N trong đó N chiếm 15, 73 % về khối lượng. Chất A tác dụng được với NaOH và HCl và đều theo tỷ lệ 1:1 về số mol. Chất A có sẵn trong thi n nhiên và tồn...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề 001: Cho các nguyên tố M (Z = ... hoặc giảm, tùy lượng C, S. 044: Trong số các chất khí NH3; H2S; CO2; SO2; NO2 , số khí mà trong đó nguyên tố có hóa trị cao hơn vừa có tính oxi hóa, vừa có tính khử là: A. 1. B. 2. ... 004: Để nhận ra các khí CO2, SO2, H2S, N2 cần dùng các dung dịch: A. Nước brom và NaOH. B. NaOH và Ca(OH)2. C. Nước brom và Ca(OH)2 . D. KMnO4 và NaOH. 005: Trong số các dung dịch:...

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...

... LUYENTHITHUKHOA.VN ĐỀ THI TUYỂN SINH ĐẠI HỌC 2010 Môn Thi: HOÁ HỌC – Khối A ĐỀ THI THAM KHẢO Thời gian: 90 phút, không kể thời gian giao đề Câu 1: Người ta có thể ... C. (3) và (4) D. (3) và (5). Câu 24: Khi đốt cháy các đồng đẳng của một loại rượu mạch hở, thu được số mol CO2 luôn bằng số mol H2O thì các rượu trên thuộc dãy đồng đẳng của : A. Rượu chưa ... D. Dung dịch HNO3 Câu 23: Trong số các polime tổng hợp sau đây: nhựa PVC (1), caosu isopren (2), nhựa bakelit (3), thuỷ tinh hữu cơ (4), tơ nilon 6,6 (5). Các polime là sản phẩm trùng ngưng...