Trắc nghiệm và lời giải toán 12 chương 1 Khảo sát hàm số: Chương 1 Ứng dụng đạo hàm - Mức độ 2 phần 3
![](data:image/png;base64,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)
Câu1:(SGD Bà Rịa Vũng Tàu-đề 1 năm 2017-2018)
x y m
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Câu2:(SGD Bà Rịa Vũng Tàu-đề 1 năm 2017-2018)%&
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B.)01)2)3&4)
C.6)01)2)3&4)
D.)01)2)3&4)
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"6)01)2)3&4)
Câu3:(SGD Bà Rịa Vũng Tàu-đề 1 năm 2017-2018) 8 )9 ):
Lờigiải
ChọnB
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C$6)01)2)3&4)A)D+&E)
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F?$)9):2)
Câu4:(SGD Bà Rịa Vũng Tàu-đề 1 năm 2017-2018):4
Lờigiải
ChọnA
?@A)
x y
yx y
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)
ChọnD
Z,[))&)O&
!]))(+:
^&)O)
Câu 8: (SGD Bà Rịa Vũng Tàu-đề 2 năm 2017-2018)Giá trị lớn nhất của hàm số
Câu 9: (SGD Bà Rịa Vũng Tàu-đề 2 năm 2017-2018) Tìm tất cả các giá trị thực của tham số
x y
x y
KK
7"&KKD$0
Câu 10: (SGD Bà Rịa Vũng Tàu-đề 2 năm 2017-2018) Tìm giá trị thực của tham số
y x mx m m x
Lờigiải
ChọnB
?@A)
y x mx m m
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)
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Câu 11: (SGD Bà Rịa Vũng Tàu-đề 2 năm 2017-2018) Đường cong ở hình bên là đồ thị của một
trong bốn hàm số dưới đây. Hàm số đó là hàm số nào?
A.
Lờigiải
ChọnB
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Câu 12: (SGD Bà Rịa Vũng Tàu-đề 2 năm 2017-2018) Tìm tất cả giá trị thực của tham số
d e =
y x mx m x m
Lờigiải
ChọnA
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Câu 13: (SGD Bà Rịa Vũng Tàu-đề 2 năm 2017-2018) Gọi
là tập hợp các giá trị của tham số
<
y x mx mx m
nghịch biến trên một đoạn có độ dài bằng
. Tính
tổng tất cả phần tử của S.
A.
MT&)01)2)O&)O+0;)
M*)$,[),[)"#
Ox
y
x
O
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)
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Câu 14: (SGD Bà Rịa Vũng Tàu-đề 2 năm 2017-2018) Tổng bình phương các giá trị của tham số
Lờigiải
ChọnC
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Lờigiải
ChọnA
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![](data:image/png;base64,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)
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Tìm
Lời giải
Chọn D
Dựa vào bảng biến thiên ta thấy phương trình có
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Câu17:(THPT Lê Quý Đôn-Hà Nội năm 2017-2018)!#)):dAe"
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5
5
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Câu18:(THPT Hà Huy Tập-Hà Tĩnh-lần 2 năm 2017-2018)
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x
O
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Tổng hợp các dạng trắc nghiệm về khảo sát hàm số: Chương 1 ứng dụng đạo hàm mức độ 2 phần 3
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