Ma trận: MODE 6 .
C
Matrix?
1: MatA 2 : MatB
3 : MatC
ác thao tác hoàn toàn tương tự phần vector. Ở bậc phổ thông ta có thể ứng dụng chức năng này để tính diện tích tam giác trong hình học giải tích.
S
MatA(mn) mn?
1: 33 2 : 3 2
3 : 31 4 : 23
5 : 22 6 : 21
au khi vào cửa sổ ma trận ta chọn 1 sẽ xuất hiện tiếp cửa sổ thứ hai:
Để tính diện tích tam giác trong mặt phẳng ta chon 5 ; tính diện tích trong không gian chọn 4 ; tính thể tích trong không gian ta chọn 1 . Tiếp theo là nhập các hệ số tương ứng rồi ấn ON.
Chọn SHIFT MATRIX 7 (det) SHIFT MATRIX 3 (MatA) . ) . Khi đó diện tích tam giác (2 chiều) thì chia 2; thể tích tứ diện thì chia 6; thể tích khối hộp chia 1 (không cần bấm chia 1) cuối cùng ấn = sẽ được kết quả.
Ví dụ: Cho khối hộp ABCD.EFGH, trong đó
![](data:image/png;base64,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) . Tính thể tích và độ dài đường cao AK của khối hộp ABCD.EFGH.
Hướng dẫn giải:
* Tìm tọa độ ba vector
* Ta biết
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)
Trong đó .
C
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