Câu 5: Giá trị của x trong đẳng thức: 3x + 1 = 45 : 43 là:
Câu 6: Tích 11.13 là số nguyên tố hay hợp số?
A) | số nguyên tố. | B) | hợp số. | C) | Không là số nguyên tố và không là hợp số. |
Câu 7 : Tổng của 1.2.3.4.5 + 51 chia hết cho
Câu 8: ƯCLN(12, 39) bằng:
Câu 9: So sánh hai số -15 và -20 ta được:
A. -15 < - 20 ; | B. -15 > - 20; | C. -15 - 20; | D. -15 - 20 |
Câu 10 : Kết quả của phép tính 9 + (-7) bằng:
A. 2 B. -2 C. 16 D. -16
Câu 11: Kết quả của a - (b + c + d) là :
A. a-b+c-d | B.a-b-c+d | C. a+b-c-d | D. a-b-c-d |
Câu 12 : Giá trị của x trong biểu thức x +3 = -2 bằng:
A. - 5 B. - 1 C.5 D. 1
Câu 13. Hình đưới đây gồm các hình nào?
![](data:image/png;base64,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)
A. Hình tam giác đều, hình thoi, hình thang cân
B. Hình tam giác đều, hình bình hành, hình thang cân
C. Hình tam giác đều, hình bình hành, hình thang cân, hình lục giác đều
D. Hình tam giác đều, hình thoi, hình thang cân, hình lục giác đều
Câu 14. Hình lục giác đều có tất cả các góc bằng nhau và bằng:
A. 600 | B. 900 | C. 1200 | D. 1800 |
Câu 15: Hãy chọn câu sai.
A. Hình bình hành có hai đường chéo cắt nhau tại trung điểm mỗi đường
B. Hình bình hành có hai góc đối bằng nhau
C. Hình bình hành có hai đường chéo vuông góc với nhau
D. Hai bình hành có hai cặp cạnh đối song song
II. Tự luận ( 7 điểm )
Bài 1 ( 1,5điểm): Thực hiện phép tính( Tính nhanh nếu có thể)
a) 463 + 318 + 137 – 118 b) 21.42 + 21.59 + 21.52 c)
Bài 2 (1,5 điểm). Tìm x biết:
a) (x+12) - 30 = 68 b) 9x + 22 = 73 : 7 c) 5 - (x + 1 ) = 7
Bài 3 (1,5 điểm): Lớp 6A có 12 học sinh nam và 20 học sinh nữ. Trong một buổi lao động giáo viên muốn chia lớp thành các nhóm sao cho số bạn nam và số bạn nữ trong mỗi nhóm bằng nhau. Hỏi có thể chia được nhiều nhất bao nhiêu nhóm? Khi đó mỗi nhóm có bao nhiêu nam, bao nhiêu nữ?
Bài 4: (1,5 điểm) Một nền nhà hình chữ nhật có chiều dài 18m, chiều rộng 5m. Người ta dùng gỗ để lát sàn mỗi mét vuông hết 450 nghìn đồng. Hỏi để lát hết sàn của nền nhà đó thì hết bao nhiêu tiền gỗ?
Bài 5 ( 1 điểm): a) Tính tổng : A = 2 + 22 + 23 + . . . + 219 + 220
b) Chứng minh rằng A + 2 không là số chính phương
A
B