Kết quả:
0/40
Thời gian làm bài: 00:00:00
Câu 1
Trắc nghiệm
Viết tập hợp A các số tự nhiên lớn hơn \(5\) và nhỏ hơn \(10.\)
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 2
Trắc nghiệm
Chọn khẳng định đúng nhất về chiếc đĩa dưới đây:
![](data:image/png;base64,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)
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 3
Trắc nghiệm
Thay dấu * để được số nguyên tố $\overline {3*} $:
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| Đáp án đúng:
a
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| Đáp án đúng:
a
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| Đáp án đúng:
a
Câu 4
Trắc nghiệm
Cho \(\overline {55a62} \) chia hết cho 3. Số thay thế cho \(a\) có thể là
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| Đáp án đúng:
c
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Câu 5
Trắc nghiệm
Cho tổng \(M = 75 + 120 + x\) . Với giá trị nào của \(x\) dưới đây thì \(M \, \vdots \, 3?\)
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| Đáp án đúng:
d
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| Đáp án đúng:
d
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| Đáp án đúng:
d
Câu 6
Trắc nghiệm
Cho n là một số tự nhiên lớn hơn 2 và nhỏ hơn 5. Khẳng định nào sau đây đúng?
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| Đáp án đúng:
c
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Câu 7
Trắc nghiệm
Cho tam giác đều \(MNP\) có \(MN = 5\,cm\), khẳng định nào sau đây đúng?
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| Đáp án đúng:
d
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| Đáp án đúng:
d
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| Đáp án đúng:
d
Câu 8
Trắc nghiệm
$BCNN(9;24)$ là bao nhiêu?
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| Đáp án đúng:
c
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Câu 9
Trắc nghiệm
Trong các số sau, số nào vừa chia hết cho 2 vừa chia hết cho 5?
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| Đáp án đúng:
a
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| Đáp án đúng:
a
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| Đáp án đúng:
a
Câu 10
Trắc nghiệm
Cho \(x - 236\) là số đối của số 0 thì x là:
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| Đáp án đúng:
d
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| Đáp án đúng:
d
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| Đáp án đúng:
d
Câu 11
Trắc nghiệm
Trong các câu sau câu nào sai:
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| Đáp án đúng:
c
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Câu 12
Trắc nghiệm
Trong các hình sau, hình nào có trục đối xứng?
![](https://cdn.vungoi.vn/vungoi/2021/0817/1629188534400_mceclip0.png)
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| Đáp án đúng:
a
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| Đáp án đúng:
a
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| Đáp án đúng:
a
Câu 13
Trắc nghiệm
Tìm \(x\) biết \(9 + x = 2.\)
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| Đáp án đúng:
b
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| Đáp án đúng:
b
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| Đáp án đúng:
b
Câu 14
Trắc nghiệm
Phát biểu nào sau đây sai?
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| Đáp án đúng:
c
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Câu 15
Trắc nghiệm
Tính giá trị biểu thức \(P = {\left( { - 13} \right)^2}.\left( { - 9} \right)\) ta có
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| Đáp án đúng:
d
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| Đáp án đúng:
d
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| Đáp án đúng:
d
Câu 16
Trắc nghiệm
Cho \(a,b,c\) là các số tự nhiên tùy ý. Khẳng định nào sau đây sai?
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| Đáp án đúng:
d
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| Đáp án đúng:
d
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| Đáp án đúng:
d
Câu 17
Trắc nghiệm
Quan sát hình thang cân EFGH, cạnh EH bằng?
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| Đáp án đúng:
d
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| Đáp án đúng:
d
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| Đáp án đúng:
d
Câu 18
Trắc nghiệm
Thứ tự thực hiện phép tính nào sau đây là đúng đối với biểu thức không có dấu ngoặc?
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| Đáp án đúng:
c
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Câu 19
Trắc nghiệm
Các điểm E và F ở hình sau đây biểu diễn các số nguyên nào?
![](data:image/png;base64,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)
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| Đáp án đúng:
b
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| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 20
Trắc nghiệm
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| Đáp án đúng:
b
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| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 21
Trắc nghiệm
+) Tích của một số chẵn các số nguyên âm là một số nguyên ..(1)..
+) Tích của một số lẻ các số nguyên âm là một số nguyên ..(2)..
Từ thích hợp để điền vào hai chỗ chấm trên lần lượt là:
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| Đáp án đúng:
b
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| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 22
Trắc nghiệm
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 23
Trắc nghiệm
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| Đáp án đúng:
b
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| Đáp án đúng:
b
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| Đáp án đúng:
b
Câu 24
Trắc nghiệm
Viết tập hợp $A = \{ x|22 < x \le 27\} $ dưới dạng liệt kê các phần tử ta được:
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| Đáp án đúng:
c
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Câu 25
Trắc nghiệm
Để đánh số trang của một quyển sách dày \(2746\) trang, ta cần dùng bao nhiêu chữ số?
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| Đáp án đúng:
c
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| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 26
Trắc nghiệm
Một căn phòng hình chữ nhật dài $680$cm, rộng $480$cm. Người ta muốn lát kín căn phòng đó bằng gạch hình vuông mà không có viên gạch nào bị cắt xén. Hỏi viên gạch có độ dài lớn nhất là bao nhiêu?
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| Đáp án đúng:
d
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| Đáp án đúng:
d
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| Đáp án đúng:
d
Câu 27
Trắc nghiệm
Lịch xuất bến của một số xe buýt tại bến xe Mỹ Đình (Hà Nội) được ghi ở bảng bên. Giả sử các xe buýt xuất bến cùng lúc vào 10 giờ 35 phút. Hỏi vào sau bao lâu thì cả 3 xe xuất bến cùng một lúc lần nữa (kể từ lần đầu tiên)?
![](https://cdn.vungoi.vn/vungoi/2021/0806/1628243067236_mceclip0.png)
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| Đáp án đúng:
a
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| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 28
Trắc nghiệm
Nhiệt độ ở thủ đô Ôt-ta-oa, Ca-na-đa (Ottawa, Canada) lúc 7 giờ là \( - 4^\circ C\), đến 10 giờ tăng thêm \(6^\circ C\). Nhiệt độ ở Ôt-ta-oa lúc 10 giờ là bao nhiêu?
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b
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Câu 29
Trắc nghiệm
Cho hình lục giác đều MNPQRH, có bao nhiêu tam giác đều được tạo thành từ các đường chéo chính có cạnh bằng cạnh của lục giác đều
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d
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Câu 30
Trắc nghiệm
Tính diện tích của hình thoi có tổng độ dài hai đường chéo là 30cm và đường chéo lớn hơn đường chéo bé 2cm.
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b
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Câu 31
Trắc nghiệm
Bản thiết kế một hiên nhà được biểu thị ở hình sau. Nếu chi phí làm mỗi 9 dm2 hiên là 103 nghìn đồng thì chi phí của cả hiên nhà sẽ là bao nhiêu?
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Câu 32
Trắc nghiệm
Một hình chữ nhật có chu vi 36 cm và chiều dài gấp đôi chiều rộng thì diện tích của nó bằng bao nhiêu?
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c
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Câu 33
Trắc nghiệm
Hình nào sau đây có trục đối xứng?
![](https://cdn.vungoi.vn/vungoi/2021/0818/1629281638243_mceclip0.png)
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d
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Câu 34
Trắc nghiệm
Trong các hình bên, những hình có trục đối xứng là
![](https://cdn.vungoi.vn/vungoi/2021/0818/1629283936117_mceclip0.png)
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d
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Câu 35
Tự luận
![](https://cdn.vungoi.vn/vungoi/1536727353149_24.jpg)
Điền số thích hợp vào ô trống:
Câu hỏi tự luận
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Câu 36
Trắc nghiệm
Tìm giá trị lớn nhất của biểu thức: \(C = - {\left( {x - 5} \right)^2} + 10\)
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Câu 37
Trắc nghiệm
Tìm các giá trị thích hợp của chữ số $a$ sao cho: \( - \overline {a99} > - 649 > - \overline {6a0} \)
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b
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Câu 38
Trắc nghiệm
Cho \(P = 1 + {5^3} + {5^6} + {5^9} + ... + {5^{99}}\). Chọn đáp án đúng.
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b
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Câu 39
Trắc nghiệm
Cho 2 số: $14n + 3$ và $21n + 4$ với $n$ là số tự nhiên, chọn đáp án đúng.
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c
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Câu 40
Trắc nghiệm
Cho \(A = 3 + {3^2} + {3^3} + ... + {3^{100}}\) . Tìm số tự nhiên \(n\) biết rằng \(2A + 3 = {3^n}.\)
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c
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c