Đáp số: ![](data:image/png;base64,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Bài 4. Cho hình chóp S.ABCD có đáy là hình thang vuông tại A và B. AB = SD = 3a, AD = SB = 4a, a > 0. Đường chéo AC (SBD). Tính thể tích khối chóp S.ABCD.
Đáp số:
Bài 5. (Trích đề thi tuyển sinh ĐH khối A – 2009) Cho hình chóp S.ABCD có đáy ABCD là hình thang vuông tại A và D, AB = AD = 2a, CD = a; Góc giữa hai mặt phẳng (SBC) và (ABCD) bằng 60o. Gọi I là trung điểm của cạnh AB. Biết (SBI) và (SCI) cùng vuông góc với mặt phẳng (ABCD). Tính thể tích khối chóp S.ABCD theo a.
Đáp số:
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