Lớp 5A có 2/3 học sinh giỏi, 1/4 học sih khá còn lại là trung bình. Biết học sinh giỏi nhiều hơn học sinh trung bình là 21 em. Tính số học sinh lớp 5A
Hãy nhập câu hỏi của bạn vào đây, nếu là tài khoản VIP, bạn sẽ được ưu tiên trả lời.
![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
Phân số chỉ số học sinh giỏi và khá là:
\(\frac{1}{4}+\frac{2}{3}=\frac{11}{12}\) (tổng số học sinh)
Số phần học sinh trung bình là:
\(1-\frac{11}{12}=\frac{1}{12}\) (tổng số học sịnh)
Đáp số: \(\frac{1}{12}\) tổng số học sinh
![](https://rs.olm.vn/images/avt/0.png?1311)
Số học sinh trung bình chiếm số phần là:
1 - 2/3 - 1/4 = 1/12(số học sinh)
Số học sinh giỏi chiếm :
1/12 : 2/3 = 1/8(số học sinh trung bình)
Số
![](https://rs.olm.vn/images/avt/0.png?1311)
Phân số chỉ số học sinh trung bình là :
1- 2/3 - 1/4 =1/12 ( tổng số học sinh )
Phân số chỉ số học sinh giỏi hơn số học sinh trung bình là :
2/3 - 1/12 = 7/12 ( tổng số học sinh )
Số học sinh lớp 5A là :
21 : 7/12 = 36 ( học sinh )
Đáp số : 36 học sinh
![](https://rs.olm.vn/images/avt/0.png?1311)
Số học sinh trung bình của lớp 5a chiếm:
1 - 1/8 - 1/2 = 3/8 (số học sinh cả lớp)
Phân số biểu thị số học sinh khá hơn số học sinh trung bình là:
1/2 - 3/8 = 1/8
Số học sinh của lớp 5a là:
5 : 1/8 = 40 (học sinh)
![](https://rs.olm.vn/images/avt/0.png?1311)
Phân số chỉ số học sinh trung bình của lớp 5A là :
1 - ( 1/8 + 1/2 ) = 3/8
Phân số chỉ 5 học sinh lớp 5A là:
1/2 - 3/8 = 1/8
Số học sinh lớp 5A có là:
5:1/8( học sinh )
ĐS:...
![](https://rs.olm.vn/images/avt/0.png?1311)
Số học sinh trung bình lớp 5a chiếm: 1-1/8 -1/2 = 3/8(số học sinh cả lớp) Phân số biểu thị số học sinh khá hơn Trung bình là: 1/2 - 3/8= 1/8 Số học sinh lớp 5a là : 5: 1/8= 40( học sinh) Đáp số: 40 Học sinh Chúc Bạn Học Tốt
SỐ HỌC SINH KHÁ VÀ HỌC SINH TRUNG BÌNH CHIẾM SỐ PHẦN LÀ
1/8+1/2=5/8 ( PHẦN)
SỐ HỌC SINH GIỎI CHIẾM SỐ PHẦN LÀ
8-5=3 ( PHẦN)
TA SẼ QUY ĐỒNG 1/2=4/8
HIỆU SỐ PHẦN BẰNG NHAU LÀ
4-3=1 ( PHẦN)
SỐ HỌC SINH GIỎI LÀ
5:1x3=15 ( EM)
SỐ HỌC SINH KHÁ LÀ
5:1x4=20 (EM)
TỔNG SỐ HỌC SINH CẢ LỚP LÀ
5+20+15=40 (EM)
ĐÁP SỐ 40 EM
![](https://rs.olm.vn/images/avt/0.png?1311)
Số học sinh trung bình của lớp 5A chiếm:
\(1-\dfrac{1}{8}-\dfrac{1}{2}=\dfrac{3}{8}\) (tổng số học sinh)
Phân số thể hiện số học sinh khác hơn số học sinh trung bình:
\(\dfrac{1}{2}-\dfrac{3}{8}=\dfrac{1}{8}\)
Tổng số học sinh lớp 5A là:
\(5:\dfrac{1}{8}=40\) (học sinh)
Số học sinh giỏi là:
\(\dfrac{1}{8}\times40=5\) (học sinh)
Số học sinh khá là:
\(40\times\dfrac{1}{2}=20\) (học sinh)
Số học sinh trung bình là:
\(40-5-20=15\) (học sinh)
Đáp số: ...
![](https://rs.olm.vn/images/avt/0.png?1311)
Phân số chỉ số học sinh trung bình của lớp 5A là :
1 - (1/6 + 1/2) = 1/3
Phân số chỉ 5 học sinh trong lớp 5A là :
1/2 - 1/3 = 1/6
Số học sinh lớp 5A có là :
5 : 1/6 = 30 (học sinh)
Số học sinh giỏi lớp 5A có là :
30 x 1/6 = 5 (học sinh)
Số học sinh khá lớp 5A có là :
30 x 1/2 = 15 (học sinh)
Số học sinh trung bình lớp 5A có là :
15 - 5 = 10 (học sinh)
Đáp số : a) 30 học sinh
b) 5 học sinh giỏi ; 15 học sinh khá ; 10 học sinh trung bình
Phân số chỉ số học sinh trung bình của lớp 5A là :
1 - (1/6 + 1/2) = 1/3
Phân số chỉ 5 học sinh trong lớp 5A là :
1/2 - 1/3 = 1/6
Số học sinh lớp 5A có là :
5 : 1/6 = 30 (học sinh)
Số học sinh giỏi lớp 5A có là :
30 x 1/6 = 5 (học sinh)
Số học sinh khá lớp 5A có là :
30 x 1/2 = 15 (học sinh)
Số học sinh trung bình lớp 5A có là :
15 - 5 = 10 (học sinh)
Đáp số : a) 30 học sinh
b) 5 học sinh giỏi ; 15 học sinh khá ; 10 học sinh trung bình
Giải:![](data:image/jpeg;base64,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)