Khi thống kê chiều cao (đơn vị là cm ) học sinh của lớp 12 A, người ta sử dụng mẫu số liệu ghép nhóm và được một kết quả cho bởi Bảng 1. Khoảng biến thiên của mẫu số liệu ghép nhóm đó bằng
Nhóm
Tần số
\([155;160)\)
2
\([160;165)\)
5
\([165;170)\)
21
\([170;175)\)
11
\([175;180)\)
1
\({\rm{n}} = 40\)
Khi thống kê chiều cao (đơn vị là cm ) học sinh của lớp 12 A, người ta sử dụng mẫu số liệu ghép nhóm và được một kết quả cho bởi Bảng 1. Khoảng biến thiên của mẫu số liệu ghép nhóm đó bằng
Nhóm |
Tần số |
\([155;160)\) |
2 |
\([160;165)\) |
5 |
\([165;170)\) |
21 |
\([170;175)\) |
11 |
\([175;180)\) |
1 |
|
\({\rm{n}} = 40\) |
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Giá trị lớn nhất là 180 và giá trị nhỏ nhất là 155.
Vậy, khoảng biến thiên là: $180 - 155 = 25$.
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