Archimedes of Syracuse

Mathematics Greek -287 – -212 332 quotes

A brilliant ancient Greek mathematician, physicist, engineer, inventor, and astronomer, known for his work on buoyancy and levers.

Quotes by Archimedes of Syracuse

I have found a method for measuring the circumference of a circle with great accuracy.

Measurement of a Circle

The principle of the lever is fundamental to mechanics.

On the Equilibrium of Planes

Consider the properties of spirals.

On Spirals

The properties of the cylinder and sphere are among the most beautiful in geometry.

On the Sphere and Cylinder

My work on floating bodies has implications for shipbuilding and naval architecture.

On Floating Bodies

The number of grains of sand in the universe is finite, but unimaginably large.

The Sand Reckoner

Mathematics is the language of the universe.

Attributed, general sentiment

The power of a lever is directly proportional to the length of its arm.

On the Equilibrium of Planes

I have devised a method for determining the purity of gold.

Vitruvius, De Architectura

The principles of hydrostatics are essential for understanding the behavior of fluids.

On Floating Bodies

The spiral is a curve of fascinating mathematical properties.

On Spirals

My aim is to demonstrate that the number of grains of sand is not infinite.

The Sand Reckoner

The beauty of mathematics lies in its logical rigor and elegance.

Attributed, general sentiment

The study of geometry leads to a deeper understanding of the world.

Attributed, general sentiment

I have found a way to calculate the volume of irregular shapes.

Vitruvius, De Architectura

The power of compound pulleys is immense.

Plutarch, Parallel Lives

The properties of the parabola are not to be underestimated.

The Quadrature of the Parabola

My inventions are designed to serve the needs of the people and the state.

Attributed, general sentiment

The method of exhaustion, though ancient, remains a powerful tool.

Various treatises

The study of mechanics reveals the underlying principles of the physical world.

On the Equilibrium of Planes