31. SQUARES OF NUMBERS & FEW PATTERNS | |||
---|---|---|---|

Home | Menu | Previous | Next |

You may try and memorise as many squares as possible from the above list!There are interesting patterns, if you observe carefully. 1) 9 ^{2} and 10^{2} differ by (9+10).Consecutive squares differ by the sum of their bases. This pattern is true for all consecutive squares.Using this 19 ^{2}, 21^{2}, 29^{2}, 31^{2}, 39^{2} ... can easily be calculated.2) 625 is trapped between 5 76 and 676.3) 13 ^{2} is 1, double 3, square 3.You may find your own! |