geometric

Definitions, parts of speech, synonyms, and sentence examples for geometric.

Home Featured words Jump to examples

Editorial note

It seems it uses advanced geometric shaders to render all the tiny Lego parts on the fly.

Examples14

Definitions3

Parts of speech1

Quick take

Of or relating to geometry.

Meaning at a glance

The clearest senses and uses of geometric gathered in one view.

adjective

Of or relating to geometry.

adjective

Using simple shapes such as circles, triangles, and lines in a decorative object.

adjective

Increasing or decreasing in a geometric progression.

Definitions

Core meanings and parts of speech for geometric.

adjective

Of or relating to geometry.

adjective

Using simple shapes such as circles, triangles, and lines in a decorative object.

adjective

Increasing or decreasing in a geometric progression.

Example sentences

It seems it uses advanced geometric shaders to render all the tiny Lego parts on the fly.

Engineers fall under mechanics like astronomy while analysis algebra and number theory are mathematics and there would be geometric analysis..

Obvious in retrospect, but the layman does not tend to consider relativistic effects in this kind of simple geometric reasoning.

That said though, almost anything could be visualized in postgresql because of the awesome geometric[1] functions that are natively supported.

Children’s drawings are able to visualize geometric conceptions because they are one of its main motors.

Easy to immediately rule out geometric relationship as in 2^y, which didn't leave a whole lot of possibilities to test.

Those geometric extrusion strings are more marketing than anything else (and shred your stringer's fingers).

So it's a geometric series that has to start with a positive number and doubles.

In geometric math maybe being able to visualize objects in space is useful.

Instead of forests, there are geometric rows of identical Populus × canadensis clones.

And can keep up with the expected geometric growth?

The way we handle vectors and complex numbers is pretty bad (we should use so-called geometric algebra instead, and develop a good notation for it).

Quote examples

"Euler's original derivation of the value π2/6 essentially extended observations about finite polynomials and assumed that these same properties hold true for infinite series." Sorry, not very convincing or geometric, and I'm sure someone else can provide a better answer, but that's how I visualize it.