Euclidean

The mathematician proved that a triangle with three congruent sides is a euclidean triangle.

In euclidean space, the sum of the angles in a triangle is always 180 degrees.

The biologist analyzed the distribution patterns of animal populations in a Euclidean space to understand their habitats.

The architect used euclidean geometry to design the symmetrical layout of the building.

Euclidean geometry is the foundation of traditional trigonometry.

Euclidean transformations are fundamental in robotics for mapping and planning the movement of robotic arms and mobile robots.

The architect used euclidean geometry to design the symmetrical floor plan of the new office building.

The painter employed euclidean perspective to create a realistic illusion of depth in the artwork.

Euclidean distance is a common metric used to measure the similarity between two data points in machine learning algorithms.

In a euclidean space, parallel lines never intersect, which is a fundamental property in geometry.

The GPS navigation system relies on euclidean distances to calculate the shortest route between two locations.

The art teacher taught the students about euclidean shapes and how to draw them accurately using a ruler and compass.

The surveyor used euclidean measurements to accurately map the boundaries of the property.

The surveyor used euclidean measurements to determine the lengths and angles of the property boundaries.

Euclidean transformations include translations, rotations, and reflections.

The astronomer studied the Euclidean distance between celestial objects.

The engineer applied Euclidean principles to calculate the structural stability of the bridge.

In Euclidean geometry, parallel lines never intersect.

The architect designed a Euclidean floor plan for the new office building.

The artist created a stunning painting with euclidean shapes and precise angles.

The artist drew a Euclidean triangle on the canvas as part of a geometric art project.

I studied Euclidean geometry in my math class.

The programmer implemented a Euclidean algorithm in the software to optimize a complex calculation.

The architect used Euclidean principles to design the symmetrical layout of the building.

Euclidean theorems are fundamental principles in geometry.

The teacher explained the Euclidean postulates to the students during their geometry lesson.

The navigation system in the car relied on Euclidean coordinates to provide accurate directions to the destination.

The engineer applied Euclidean geometry to calculate the dimensions of the bridge's support beams.

The Euclidean geometry taught in math class deals with lines, angles, and shapes.

The art student drew a Euclidean triangle with precise measurements and angles.

The astronomer studied the Euclidean properties of star clusters in the night sky.

The graphic designer used euclidean shapes and lines to create a modern, minimalist logo.

The computer programmer implemented a euclidean algorithm to solve a complex mathematical problem.

The architect used Euclidean geometry to design the straight lines and flat surfaces of the modern building.

The architect designed a stunning, euclidean building with clean lines and symmetrical shapes.

The mathematician used euclidean geometry to prove the theorem about the sum of angles in a triangle.

The fashion designer used euclidean patterns to create a symmetrical dress design.

In Euclidean optics, light is assumed to travel in straight lines until it encounters a medium.

The geometry students studied the properties of euclidean triangles.

The students studied Euclidean geometry to understand the properties of flat surfaces and straight lines.

The virtual reality game allowed players to explore a euclidean virtual world with realistic landscapes.

The video game developer programmed Euclidean physics to simulate realistic movement and collisions.

The surveyor employed euclidean principles to map out the boundaries of the property.

The cartographer used euclidean distances to accurately represent the city's road network on the map.

The engineer applied Euclidean measurements to accurately construct the bridge's support beams.

The pilot relied on Euclidean navigation techniques to chart a direct course to their destination.

The computer scientist implemented Euclidean algorithms to calculate distances between data points.

The carpenter ensured the corners of the wooden table were perfectly Euclidean, creating a smooth and even surface.

The engineer used euclidean measurements to calculate the dimensions of the bridge.

The astronomer analyzed the euclidean geometry of star clusters in the night sky.