square number


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square number

[′skwer ′nəm·ber]
(mathematics)
A number that is derived by squaring an integer.
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She asks for students to call out examples of square numbers and the following exchange occurs:
For instance, we can already see that the square numbers will appear on one diagonal of this 5-by-5 grid.
Explaining the relationship between the new number of stairs and the next square number also proved to be difficult for the students, with several expressing confusion.
2] be a complete square number, if there exists a positive integer m such that
According to Haylock and Manning (2014), connecting the geometric idea of a square number as the number of items in a square array with the arithmetic idea that "a square number is any number that is obtained by multiplying (a whole) number by itself" (p.
Smarandache asked us to study such a problem: How many perfect square number are there in the sequence {a(n)I and {b(n)j?
The sum of the numbers assigned to the students in each pair must be a square number.
The three business parks include: Property Submarket Square Number of Footage Buildings Sorrento Tech I, II, III Sorrento Mesa 93,460 3 Pacific Point Sorrento Mesa 140,921 3 Centerpark Plaza I and II Miramar 200,398 9
This example illustrates that a link could be forged between the line number and the number of consecutive odd integers in each equation, as well as the square number on the right side of the equation.
That is, a(n) is the smallest positive integer such that na(n) is a perfect square number.
which is the relationship between succeessive triangular numbers and a square number.
I have also seen students work together in small groups with calculators to discover if a thousand is a square number and can be created through a grid pattern rather than individual pieces.