Three Dimensional Geometry

Everything in the real world is in a three-dimensional shape. You can simply look around and observe! Even a flat piece of paper has some thickness if you look sideways. A strand of your hair or a big-sized bus, all of them have a three dimensional geometry. And it is necessary to learn their properties. So, let’s start by understanding lines, planes, and angles from the topics below.

FAQs on Three Dimensional Geometry

Question 1: What is meant by 3d geometry?

Answer: 3D geometry refers to the mathematics of shapes in three-dimensional space and consists of 3 coordinates. These 3 coordinates are x-coordinate, y-coordinate and z-coordinate. In three-dimensional space, there is a requirement of three parameters for the purpose of finding the exact location of a point.

Question 2: What is meant by the word dimension in the field of geometry?

Answer: Dimension, in common parlance, denotes the measure of an object’s size, such as a box, usually given as height, length, and width. In geometry, the notion of dimension is an extension of the idea that a line represents one-dimensional, a plane happens to be two-dimensional, and space is three-dimensional.

Question 3: Explain how do 3d coordinates work?

Answer: The formation of a three-dimensional Cartesian coordinate system is by a point known as the origin as well as a basis involving three mutually perpendicular vectors. These vectors properly explain the three coordinate axes which are: the x−, y−, and z−axis. Experts also call them as abscissa, ordinate and applicate axis, respectively.

Question 4: Can we say our world is three-dimensional?

Answer: Yes, our world is certainly three-dimensional because our universe is three-dimensional.

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