. đầu chu kì N Lưu hành nội bộ-ĐT:O98 4502 458 2 Bộ đề luyện thi đại học 2009-2010 GV: Đặng Kim Sơn C. Cấu hình của A n+ : 1s 2 2s 2 2p 6 3s 2 3p 6 D. Tất cả đều đúng C©u 30: Cho 1,24 gam hçn. thể dùng CO 2 để dập tắt đám cháy của chất nào sau đây: Lưu hành nội bộ-ĐT:O98 4502 458 3 Bộ đề luyện thi đại học 2009-2010 GV: Đặng Kim Sơn A: Xenlulozơ. B. Mg. C. Than gỗ. D. Xăng Câu 48: X. src="data:image/png;base64,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ộ đề luyện thi đại học 2009-2010 GV: Đặng Kim Sơn Câu 15: Đốt 10 cm 3 một hiđrocacbon bằng 80 cm 3 oxi (lấy