hypothetical example.
Hârn is an imaginary island off the imaginary western coast of the imaginary continent of Lythia, on the imaginary planet Kethira. It is a setting for role playing games and was written by N. Robin Crossby and published by Columbia Games Inc. Coincidentally, "Harn," is also the German word for urine. When Mr. Crossby and Columbia Games discovered this, they made a point of making sure the name was always spelled "Hârn" rather than "Harn."
The position from which you write about your subject is called your point of view. Your point of view is also known as first person.
It would be called your strong point.
There are three reasons as to what makes a good definition. 1. It is straight to the point. 2. It is short. 3. The biconditional that makes it must be reversible.
A question that immediately makes its point. Example: What is a straighforward question?
The point from where an azimuth originates is the center of an imaginary circle.
Numbers like these ( pi, phi, imaginary number i ), are called IRRATIONAL NUMBERS.
It's called the normal.
normal
The imaginary longitude 0 is called the Prime Meridian. It serves as the starting point for measuring longitude and is located in Greenwich, London, UK.
The imaginary point located directly above an observer's head is called the "zenith." In celestial navigation and astronomy, the zenith is the point in the sky that is vertically aligned with the observer's position on the Earth's surface. It represents the highest point in the sky relative to the observer's location.
yes the imaginary line is the equator and it circles the globeat its widest point.
normal
normal
normal.
The imaginary circle around the earth that divides it into two halves is called the Equator. It is located at 0 degrees latitude and serves as the starting point for measuring latitude.
A point in mathematics is typically considered real if it has defined coordinates on a Cartesian plane, representing a specific position. However, in the context of complex numbers, a point can also be described as imaginary if it involves the imaginary unit (i). Thus, whether a point is classified as real or imaginary depends on the context and the number system being used.