1; 2; 3; 4; 5; 6; 7; 8; 9

1; 2; 3; 4; 5; 6; 7; 8; 9; 10

0; 1; 2; 3; 4; 5; 6; 7; 8; 9

Các số có một chữ số là:

0

10

99

Số bé nhất có hai chữ số là:

&gt;

=

&lt;

45 ... 49Dấu thích hợp điền vào chỗ chấm là:

83

38

11

Số gồm 3 chục và 8 đơn vị là:

Đúng

Sai

Số liền sau của 20 là 21. Đúng&nbsp;hay Sai?

48

50

53

Số thích hợp điền vào chỗ chấm trên tia số là:<img alt="" src="data:image/jpeg;charset=utf-8;base64,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" style="width: 300.40px; height: 52.48px; margin-left: 0.00px; margin-top: 0.00px; transform: rotate(0.00rad) translateZ(0px); -webkit-transform: rotate(0.00rad) translateZ(0px);" title="">

100

90

91

Số liền sau của số tròn chục lớn nhất có hai chữ số là:

số liền trước

số liền sau

Chọn từ thích hợp điền vào chỗ chấm:89 là ... của 90.

5

7

70

Điền số thích hợp vào ô trống:<img alt="" src="data:image/jpeg;charset=utf-8;base64,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" 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9; 11; 46; 93

93; 46; 11; 9

11; 46; 93; 9

Dãy số nào được sắp xếp theo thứ tự từ bé đến lớn: