"Orthogonal" Pronounce,Meaning And Examples

"Orthogonal" Meaning

Orthogonal refers to a relationship between two lines, surfaces, or vectors that are at a 90-degree angle to each other. In other words, they are perpendicular, forming a right angle (90 degrees). The concept is often used in mathematics, particularly in linear algebra and geometry. Additionally, it can also describe a situation where two ideas, concepts, or approaches are mutually independent and do not influence each other.

"Orthogonal" Examples

Orthogonal

Orthogonal is an adjective that means:
"at right angles to each other"
"a line is perpendicular to another line"
" independent or separate, rather than related"

Here are 5 usage examples:

The two axes on the graph are orthogonal, making it easier to read the data.
The gates on the sides of the city are orthogonal to the main road.
The artist carefully placed the geometric shapes to create an orthogonal composition.
In physics, vectors that are orthogonal to each other can be computed independently.
The company's focus on sustainability and profitability are orthogonal goals, making it challenging to find common ground.

Note: Orthogonal can also be used as a verb, meaning to make something orthogonal, but this usage is less common.