square number

Please provide the lot, square number and address of the property.

Four is also the second square number after one.

The difference of two consecutive square numbers is always an odd number.

Thus, it can be used to check whether a given integer is a square number.

The set of square numbers is small (see Basel problem).

The name square number comes from the name of the shape; see below.

If you add up a series of odd numbers beginning with the number one, the result is always a square number.

It is the smallest square number which has no isolated digits.

A square number is also the sum of two consecutive triangular numbers.

Four is the true number, the whole number, the square number.

There is a more difficult version of the problem in which some of the answers are required to be square numbers.

Perhaps you see that these numbers are the series of square numbers multiplied by 2.

The figures for the first four centered square numbers are shown below:

The operation of squaring numbers is a counter example.

The tiny square numbers were now a blur.

The sum of sequential odd integers, beginning with one, is a square number.

All centered square numbers and their divisors have a remainder of one when divided by four.

This odd square number is the fifth term of the sequence, because .

"Some of us will talk too long about washing machines or square numbers, but you don't have to hate us for it."

It is a highly cototient number and a centered square number.

There are several recursive methods for computing square numbers.

The most common use in this sense is an odd integer especially when seen as a figurate number between square numbers.

Hence any square number can be written as a sum of odd numbers, that is .

For example, the centered square numbers are four times the triangular numbers plus 1.

A square number cannot be a perfect number.