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Q: Which numbers of players can be arranged in the shape of a square?
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Related questions

How do you make 4 squares out of 16 matches?

Each square consists of four matches arranged in a square shape. They're not connected.


What shape is made by 4 triangles and a square?

Just a pretty shape as a plane figure - you could use it as the start of a fractal pattern I suppose. Or, in three dimensions, a pyramid!


Are prime numbers rectangular in shape?

No, they are the only numbers that are NOT rectangular in shape. (I think you knew this and screwed up your question.) That is, all non-primes can be arranged into the form of a rectangle - e.g. 21 can be organized as a rectangle with dimensions of 3 x 7. But prime numbers cannot be organized as rectangles.


Calculate 16x32x6.50 in square feet?

Square feet are a measurement unit for area. It is not clear what shape the three numbers in the question refer to.


How do you get the square of an irregular shape?

A square is not an irregular shape and conversely. So the square of an irregular shape cannot exist.A square is not an irregular shape and conversely. So the square of an irregular shape cannot exist.A square is not an irregular shape and conversely. So the square of an irregular shape cannot exist.A square is not an irregular shape and conversely. So the square of an irregular shape cannot exist.


What is the square root of a parabola?

A parabola is a 2-dimensional shape. A square root is a function whose arguments are numbers. The question does not make sense.


Is a square a plane shape or a solid shape?

it is a plane shape because you said its a square


How the particles are arranged in an ionic compound?

The particles are arranged in an ionic compound in a Toyota corolla 1998' shape.


A karyotype shows chromosomes arranged by?

Karyotypes show chromosomes arranged by banding, pattern, size, and shape.


Is a square an 3d shape?

is a square a 3d shape


How are vascular bundle arranged in dicotyledonous root?

they are in a ring shape.


How are vascular bundles arranged in dicots root?

in a ring shape