Difference between Orthogonal and Unrelated

What is the difference between Orthogonal and Unrelated?

Orthogonal as an adjective is pertaining to right angles; perpendicular (to) while Unrelated as an adjective is not connected or associated

Orthogonal

Part of speech: adjective

Definition: pertaining to right angles; perpendicular (to) Of two objects, at right angles; perpendicular to each other. # Of two functions, linearly independent; having a zero inner product. #: The normal vector and tangent vector at a given point are orthogonal. # Of a square matrix that is the inverse of its transpose # Of a linear transformation that preserves angles statistically independent, with reference to variates Able to be treated separately.

Unrelated

Part of speech: adjective

Definition: not connected or associatednot related by kinship

Example sentence: Man is unable to see himself entirely unrelated to mankind, neither is he able to see mankind unrelated to life, nor life unrelated to the universe.

We hope you now know whether to use Orthogonal or Unrelated in your sentence.

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