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A square is a two-dimensional mathematical and graphical representation with four sides, all 4 of equal length, and having equal angles at all 4 of its vertices, 90 degrees.

Q: Define a square

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Move two adjacent coins, leaving the other pair of adjacent coins untouched. Place them on opposite sides of the unmoved pair, so that they become diagonally opposite corners of the new square.

define a subset

It depends on what you define as a "square". If you are talking about the faces of the cube, then there are 6. If you are talking about actual squares, then there is no answer without specifying the size of the squares and the size of the cube and possibly other factors.

define or describe each set of real numbers?

The two foci are necessary to define the location of an ellipse, but the shape depends on the eccentricity, which is related to the lengths of the two axes.

Related questions

Pick one: #define SQUARE_AREA(A) ((A) * (A)) #define CUBE_VOLUME(A) ((A) * (A) * (A))

Define abcd!

the word define means explain what the object is for Example: if i were to define a wheel i would say it is round not square, it is rubber and it burns.

In science, "define" means to describe the precise nature or scope of a concept, phenomenon, or variable. It involves clearly outlining the characteristics or boundaries of a particular term or idea in a way that can be universally understood and used in research or discussions.

six sides of a square

it is a 4 sided polygon with 4 corners.

square based pyramid is made up of four triangle and a flat square base and it is a solid figure

Undefined. You would have to define the meaning of a square root on a two dimensional object.

That is just how we define a square. Four equal sides that is connected at right angles to each other.

define x first and...

If you define a rectangular number as a number which is the product of two consecutive integers, it cannot be square.

If you define a rectangular number as a number which is the product of two consecutive integers, it cannot be square.