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# Define a square

Updated: 4/28/2022

Wiki User

13y ago

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.

Wiki User

13y ago

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Q: Define a square
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### Write a preprocessor directive to accomplish define macro square volume that computes the volume of a square the macro takes one argument?

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

Define abcd!

### What is the meaning of the word define?

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.

### What is the scientific meaning of the word define?

In science, &quot;define&quot; 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.

### What other names can you define for a cube?

six sides of a square

### How do you define a square?

it is a 4 sided polygon with 4 corners.

### Define square based pyramid?

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

### What is the square root of an equilateral triangle?

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

### Why is a square always smmetric?

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

### What is the area of the white square if the width is 60 inches and there is a purple square in it with a length of (x-2)?

define x first and...

### Can a rectangular number be a square number?

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

### Is there a square number which is also rectangular number?

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