Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa
1 , R
2 the
1 + R
1,
3, x
4 t
Trang 2Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa
Trang 3Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa
1, x
2 t
1,
1E
1 và
2E
1 = E
2C =
1; D
1E
1 = A
2E
1DD
2 ;
1E
2 nộ
2 vu
1E
2
Trang 4Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa
1; a
1 +
2 + …
1, x
Trang 5Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa
1 , x
1 +
2 =
Trang 6Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa
1, R
2, R
1 +
3 đ
Trang 7Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa
) =
2 l
2) v
1 , R
2 the
1 + R
Trang 8Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa
1,
3, x
4 t
Trang 9Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa
2 (
1<
0, y
0)
0=1
1 , x
2 lµ
1 -x
2 v
2 -
Trang 10Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa Bo De Thi Toan - Ly Hoa