Đề thi học kì 1 Toán 7 huyện Thiệu Hóa năm 2021-2022
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PHÒNG GIÁO DỤC VÀ ĐÀO TẠO THIỆU HOÁ |
ĐỀ KIỂM TRA CUỐI HỌC KÌ I NĂM HỌC 2021 - 2022 |
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Số báo danh: ……………… |
Môn: Toán – Lớp 7 (Thời gian làm bài 90 phút) |
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Trường:…………….…………….………Lớp…………… Họ tên:………………………………………….............…….. |
Giám thị số 1:………….....….……………. Giám thị số 2:……………......……………. |
Số phách |
----------------------Chủ tịch hội đồng chấm thi cắt phách theo đường kẻ này------------------------
Điểm của bài thi |
Giám khảo số 1:…………….……………. |
Số phách |
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Bằng số |
Bằng chữ |
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Giám khảo số 2:…………………….……. |
( Học sinh làm bài trực tiếp vào tờ đề thi này )
ĐỀ BÀI
Bài 1: (2 điểm). Thực hiện các phép tính sau:
a) b)
c)
Bài 2: (2 điểm). Tìm x biết:
Câu 3: (1,5 điểm). Số đo ba góc của một tam giác tỉ lệ với 4;6;8. Tính số đo mỗi góc của tam giác đó?
Câu 4: (3,5 điểm). Cho tam giác ABC vuông tại A, kẻ AD vuông góc với BC (D thuộc BC). Trên đường thẳng vuông góc với BC tại C lấy điểm E sao cho CE = AD (E và A thuộc hai mặt khác phía bờ chứa cạnh DC). Chứng minh rằng:
a)
b)
Bài 5: (1,0 điểm). Cho dãy tỉ số bằng nhau:
Chứng minh rằng: có giá trị nguyên.
BÀI LÀM
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Học sinh không viết vào phần gạch chéo này
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PHÒNG GD&ĐT THIỆU HOÁ ĐÁP ÁN ĐỀ KHẢO SÁT CL CUỐI HỌC KÌ I
NĂM HỌC 2020 - 2021
Môn : TOÁN – Lớp 7
Câu |
Đáp án |
Biểu điểm |
Câu1: a |
|
0,5 đ
|
b |
|
0,75 đ
|
c |
= = |
0,75 đ
|
Câu2: a |
a.
Vậy
|
0,5 đ
0,5 đ |
b |
b.
Trường hợp 1: Trường hợp 2: Vậy ; |
0,25 đ 0,25 đ 0,25 đ 0,25 đ |
Câu 3 |
Gọi số đo ba góc của tam giác là a, b, c (a ,b , c >0 ) Ta có: Và a + b + c = 1800 (Tổng ba góc của tam giác) Áp dụng tính chất dãy tỉ sô bằng nhau ta có:
Vậy: Số đo ba góc của tam giác đó là: 400, 600, 900. |
0,25đ
0,25đ
0,25đ
0,25đ
0,25đ
0,25đ
|
Câu 4 |
HS vẽ hình, viết GT, KL |
0,5đ |
a |
Xét tam giác ADC và tam giác DCE có: DC chung AD = CE (GT)
|
0,25đ 0,25đ 0,25đ 0,25đ |
b |
Ta có: ( 2 góc tương ứng) Vì DC cắt AC và DE mà trong các góc tạo thành có cặp góc và nằm ở vị trí hai góc so le trong và bằng nhau nên ( Dấu hiệu nhận biết hai đường thẳng song song) Mặt khác: ( Quan hệ từ vuông góc đến song song) |
0,25đ 0,25đ 0,25đ 0,25đ
|
c |
Xét tam giác BAD vuông tại D có: (1) Mà (Tam giác ABC vuông) (2) Từ (1), (2) (3) Mặt khác: ( 2 góc tương ứng)(4) Từ (3) và (4) |
0,5đ
0,25đ
0,25đ |
Câu 5 |
Ta có:
Trường hợp 1:
(thoả mãn). Trường hợp 2:
Thay các biến bởi ta được: (thoả mãn) Vậy có giá trị nguyên |
0,25 đ
0,25 đ
0,25 đ
0 ,25 đ |
Chú ý: Học sinh làm cách giải khác nếu đúng vẫn cho điểm tối đa. |