Perfect Squares 1 - 10000
?About This Table+
- • Use the search bar to find any perfect square between 1 and 10000
- • Table shows perfect squares organized in columns for easy reading
- • Each entry shows both the square root (√) and its perfect square
- • Numbers not found in search aren't perfect squares
- • Perfect squares are numbers that result from an integer multiplied by itself
- • For example: 1=1×1, 4=2×2, 9=3×3, 16=4×4
- • They follow a pattern: each perfect square is the previous one plus the next odd number
- • Used extensively in geometry for area calculations and in algebra for factoring
- • You can always find their exact square root (no decimals)
- • Perfect squares connect to many math concepts like the Pythagorean theorem
1 - 100
√1 = 1
√4 = 2
√9 = 3
√16 = 4
√25 = 5
√36 = 6
√49 = 7
√64 = 8
√81 = 9
√100 = 10
121 - 400
√121 = 11
√144 = 12
√169 = 13
√196 = 14
√225 = 15
√256 = 16
√289 = 17
√324 = 18
√361 = 19
√400 = 20
441 - 900
√441 = 21
√484 = 22
√529 = 23
√576 = 24
√625 = 25
√676 = 26
√729 = 27
√784 = 28
√841 = 29
√900 = 30
961 - 1600
√961 = 31
√1024 = 32
√1089 = 33
√1156 = 34
√1225 = 35
√1296 = 36
√1369 = 37
√1444 = 38
√1521 = 39
√1600 = 40
1681 - 2500
√1681 = 41
√1764 = 42
√1849 = 43
√1936 = 44
√2025 = 45
√2116 = 46
√2209 = 47
√2304 = 48
√2401 = 49
√2500 = 50
2601 - 3600
√2601 = 51
√2704 = 52
√2809 = 53
√2916 = 54
√3025 = 55
√3136 = 56
√3249 = 57
√3364 = 58
√3481 = 59
√3600 = 60
3721 - 4900
√3721 = 61
√3844 = 62
√3969 = 63
√4096 = 64
√4225 = 65
√4356 = 66
√4489 = 67
√4624 = 68
√4761 = 69
√4900 = 70
5041 - 6400
√5041 = 71
√5184 = 72
√5329 = 73
√5476 = 74
√5625 = 75
√5776 = 76
√5929 = 77
√6084 = 78
√6241 = 79
√6400 = 80
6561 - 8100
√6561 = 81
√6724 = 82
√6889 = 83
√7056 = 84
√7225 = 85
√7396 = 86
√7569 = 87
√7744 = 88
√7921 = 89
√8100 = 90
8281 - 10000
√8281 = 91
√8464 = 92
√8649 = 93
√8836 = 94
√9025 = 95
√9216 = 96
√9409 = 97
√9604 = 98
√9801 = 99
√10000 = 100