Kết quả:
0/39
Thời gian làm bài: 00:00:00
Câu 1
Trắc nghiệm
Tổng nào sau đây chia hết cho $7$
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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 2
Trắc nghiệm
Tổng của hai số \( - 313\) và \( - 211\) là
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| Đáp án đúng:
c
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c
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| Đáp án đúng:
c
Câu 3
Trắc nghiệm
Thứ tự thực hiện phép tính nào sau đây là đúng đối với biểu thức có dấu ngoặc?
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| Đáp án đúng:
b
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b
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b
Câu 4
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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c
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| Đáp án đúng:
c
Câu 5
Trắc nghiệm
$BCNN(9;24)$ là bao nhiêu?
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| Đáp án đúng:
c
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c
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| Đáp án đúng:
c
Câu 6
Trắc nghiệm
Hình chữ nhật có bao nhiêu trục đối xứng
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| Đáp án đúng:
b
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b
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| Đáp án đúng:
b
Câu 7
Trắc nghiệm
Số nguyên âm biểu thị ông Hai nợ ngân hàng \(5\,000\,\,000\) đồng là:
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| Đáp án đúng:
c
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c
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| Đáp án đúng:
c
Câu 8
Trắc nghiệm
Cho hình sau, hình có tâm đối xứng là:
![](https://cdn.vungoi.vn/vungoi/2021/0817/1629191257213_mceclip0.png)
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a
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a
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a
Câu 9
Trắc nghiệm
Cách viết nào sau đây là đúng:
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| Đáp án đúng:
c
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c
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| Đáp án đúng:
c
Câu 10
Trắc nghiệm
Tổng \(1 + 2 + 3 + 4 + ... + 2018\) bằng
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b
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b
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b
Câu 11
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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b
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b
Câu 12
Trắc nghiệm
Cho tập hợp E = {0; 2; 4; 6; 8}. Hãy chỉ ra tính chất đặc trưng cho các phần tử của tập hợp E.
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| Đáp án đúng:
a
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a
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| Đáp án đúng:
a
Câu 13
Trắc nghiệm
Cho hình vuông \(MNPQ\), khẳng định nào sau đây sai?
![](https://cdn.vungoi.vn/vungoi/2021/0729/1627545493822_mceclip0.png)
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| Đáp án đúng:
d
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d
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d
Câu 14
Trắc nghiệm
Tập hợp số tự nhiên được kí hiệu là
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a
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a
Câu 15
Trắc nghiệm
Kết quả của phép toán \({2^4} - 50:25 + 13.7\) là
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| Đáp án đúng:
c
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c
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c
Câu 16
Trắc nghiệm
\({7^2}{.7^4}:{7^3}\) bằng
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c
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c
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| Đáp án đúng:
c
Câu 17
Trắc nghiệm
Cho \(a = {3^2}.5.7;b = {2^4}.3.7\). Tìm ƯCLN của \(a\) và \(b.\)
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a
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a
Câu 18
Trắc nghiệm
Tích \(10.10.10.100\) được viết dưới dạng lũy thừa gọn nhất là
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a
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a
Câu 19
Trắc nghiệm
Số phần tử của tập hợp \(P\) gồm các chữ cái trong cụm từ “ WORLD CUP” là
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c
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c
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| Đáp án đúng:
c
Câu 20
Trắc nghiệm
Tính giá trị biểu thức \(P = {\left( { - 13} \right)^2}.\left( { - 9} \right)\) ta có
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d
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d
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d
Câu 21
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 22
Trắc nghiệm
Tìm số tự nhiên \(x\) biết \(\left( {x - 4} \right).1000 = 0\)
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| Đáp án đúng:
a
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a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 23
Trắc nghiệm
Số tự nhiên \(x\) thỏa mãn \({\left( {2x + 1} \right)^3} = 125\) là
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a
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| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 24
Trắc nghiệm
Thực hiện phép tính \(\left( {{{10}^3} + {{10}^4} + {{125}^2}} \right):{5^3}\) một cách hợp lý ta được
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| Đáp án đúng:
c
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c
Bạn chưa làm câu này
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c
Câu 25
Trắc nghiệm
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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 26
Tự luận
Điền số thích hợp vào ô trống:
Câu hỏi tự luận
Bạn chưa làm câu này
Câu 27
Trắc nghiệm
Một hình vuông có diện tích là \(1936\,{m^2}.\) Tính cạnh của hình vuông đó.
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a
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a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 28
Trắc nghiệm
Một khu đất hình chữ nhật có chiều dài $60$m, rộng $24$m. Người ta chia thành những thửa đất hình vuông bằng nhau, để mỗi thửa đất đó có diện tích lớn nhất thì độ dài cạnh mỗi thửa đất đó là bao nhiêu?
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| Đáp án đúng:
c
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c
Bạn chưa làm câu này
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c
Câu 29
Trắc nghiệm
Tìm số tự nhiên a lớn nhất biết: $525\,\; \vdots \;\,a;{\rm{ }}875\;\, \vdots \;\,a;{\rm{ }}280\,\; \vdots \;\,a\;$
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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 30
Trắc nghiệm
Một sinh vật biển sống gần mặt nước, trong khi đó một số khác lại sống rất sâu dưới đáy đại dương. Hãy sắp xếp các sinh vật biển sau theo thứ tự giảm dần độ cao của môi trường sống.
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)
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| Đáp án đúng:
d
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| Đáp án đúng:
d
Bạn chưa làm câu này
| Đáp án đúng:
d
Câu 31
Trắc nghiệm
Tổng các số nguyên âm nhỏ nhất có $3$ chữ số và số nguyên âm lớn nhất có $3$ chữ số là:
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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 32
Trắc nghiệm
Tìm tổng các số nguyên $n$ biết: \(\left( {n + 3} \right)\left( {n - 2} \right) < 0\) .
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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 33
Trắc nghiệm
Một hình thoi có diện tích 12dm2, độ dài một đường chéo là 3dm. Tính độ dài đường chéo thứ 2.
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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 34
Trắc nghiệm
Hình sau có mấy trục đối xứng:
![](https://cdn.vungoi.vn/vungoi/2021/0818/1629282004398_mceclip0.png)
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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 35
Trắc nghiệm
Cho 2 số: $14n + 3$ và $21n + 4$ với $n$ là số tự nhiên, chọn đáp án 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 36
Trắc nghiệm
Hình dưới đây có tất cả bao nhiêu hình vuông?
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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 37
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 38
Trắc nghiệm
Cho phép tính \(\overline {ab} .\,c\, = 424.\) Khi đó \(c\) bằng bao nhiêu?
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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 39
Trắc nghiệm
Cho \(C = 1 + 3 + {3^2} + {3^3} + ... + {3^{11}}\) . Khi đó \(C\) chia hết cho số nào dưới đây?
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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