Call the integer square roots of the specified pair of numbers l and g for lesser and greater respectively. Then, from the problem statement, g2 - l2 = 105. Possible values for l2 are successively 1, 4, 9, 16, 25, 36, 49, 64, 81, 100, 121, 144, 169, .... , and corresponding values for g2 are 106, 109, 114, 121, ... etc. The first of the latter series that is a perfect square number is 121. Therefore, the square numbers are 121 and 16.
They are; 8 and 9 but the square root of 68 is about 8.246211251
-5 and -4 or 4 and 5
The square root of 103 is roughly 10.14889157, so it is between root 100 (10) and root 121 (11).
An interval that remains the same throughout a sequence
Ordered pair (s)
big cheese
16 -9
8464 and 3364
The answer to this question can not be answered , many apologies for the inconvenience.
1
They can be: 144-64 = 80
They are: 100-16 = 84
They are 25+49 = 74
2 and 3 is the only pair.
2 and 3 No other pair.
They are: 49+64 = 113
25 + 49 = 74