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)
cắt trục hoành tại ba điểm phân biệt.
+Đồ thị hàm số
có hai điểm cực trị.
+Đồ thị hàm số
có ba điểm cực trị.
,+Đồ thị hàm số
có một điểm cực trị.
)*5 Tìm giá trị thực của tham số a để hàm số
có giá trị nhỏ nhất trên đoạn
bằng 0.
+a = 2. +a = 6. +a = 0. ,+a = 4.
)*6 Cho hàm số
suy ra tất cả giá trị tham số
có ba
nghiệm phân biệt là
+
. Khẳng định nào sao đây là khẳng đinh đúng?
+Hàm số đồng biến trên các khoảng
.
+Hàm số đồng biến trên khoảng
.
+Hàm số nghịch biến trên khoảng
.
,+Hàm số nghịch biến trên các khoảng
và
có bảng biến thiên như sau:
Khẳng định nào sau đây là khẳng định đúng?
+Hàm số có đúng một cực trị.
+Hàm số đạt cực đại tại x = 0 và đạt cực tiểu tại x = 1.
+Hàm số có giá trị lớn nhất bằng 0 và giá trị nhỏ nhất bằng -1.
,+Hàm số có giá trị cực tiểu bằng 1.
)* Gọi
. Tìm tất cả các giá trị thực của
tham số
tại hai điểm phân biệt thuộc hai nhánh của đồ thị.
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