Coplanar

The planets in our solar system orbit on a roughly coplanar plane.

The construction of the bridge required the use of coplanar trusses to support the weight.

The coplanar segments in a graph can help in visualizing the relationship between different variables.

Coplanar forces acting on an object can be analyzed using vector addition.

The four wheels of the skateboard are coplanar.

The satellite image showed that the four buildings were coplanar, indicating a planned construction.

The pilot needed to align the plane with the runway to ensure coplanar landing.

The four spokes of a bicycle wheel are coplanar.

The wings of a plane are coplanar to allow for stable flight.

The coplanar wings of the aircraft allowed for better stability during flight.

The blades of a ceiling fan are coplanar and rotate on the same plane.

The coplanar geometry of the molecules made it easier for them to react with each other.

The three vertices of a triangle are coplanar.

In crystallography, coplanar atoms can form a planar structure.

The wings of the airplane are coplanar to maintain stability.

Coplanar waveguides are commonly used in microwave circuits.

The coplanar forces acted on the same plane, causing the object to remain stationary.

The sun, moon, and earth are coplanar during a solar or lunar eclipse.

The wings of an airplane are coplanar with its body.

The four vertices of a rectangle are coplanar.

The four notes played by the band were coplanar.

The points of intersection between two coplanar lines can be easily found.

The legs of the stool are coplanar to keep it from wobbling.

The building's four walls are coplanar, forming a rectangular shape.

The coplanar points on the plane can be easily visualized using geometry.

The wings of an airplane are designed to be coplanar with the fuselage.

The coplanar dots formed a straight line across the page.

The vertices of the triangle are coplanar because they lie on the same plane.

The coplanar arrangement of stars in the sky was used by ancient astronomers to map the constellations.

The coplanar relationship between the circles and squares helped the students understand the concept of geometry better.