![](data:image/png;base64,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)
Trắc nghiệm sự tương giao giữa hai đồ thị
Câu 1: Cho hàm số . Số giao điểm của đồ thị hàm số và trục Ox bằng
A. 0 B. 2 C. 3 D. 4
Câu 2: Số giao điểm của đường cong và đường thẳng y = 1 -
x bằng
A. 0 B. 2 C. 3 D. 1
Câu 3: Gọi M, N là giao điểm của đường thẳng y = x + 1 và đường cong
. Khi đó hoành độ trung điểm I của đoạn thẳng MN bằng
A. B. 1 C. 2 D.
Câu 4: Cho hàm số y = x3 - 3x2 + 2. Đồ thị hàm số cắt đường thẳng y = m tại 3 điểm phân
biệt
A. -3 < m < 1 B. -3 m 1 C. m > 1 D. m < 3
Câu 5: Đường thẳng y = m cắt đồ thị hàm số tại 3 điểm phân biệt khi
A. m > 4 B. 0 m < 4C. 0 < m 4D. 0 < m < 4
Câu 6: Đường thẳng y = m không cắt đồ thị hàm số khi
A. 0 < m < 4 B. m > 4 C. m < 0 D. m = 0; m = 4
Câu 7: Cho hàm số có đồ thị (C). Tìm các giá trị của m để đường thẳng d:
y = x + m - 1 cắt đồ thị hàm số (C) tại hai điểm phân biệt A, B sao cho
A.
B.
C.
D.
Câu 8: Với giá trị nào của m được liệt kê bên dưới thì đồ thị hàm số
cắt đường thẳng y = 4m tại 4 điểm phân biệt:
A.