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

Parabolas are produced by the motion of projectiles.

On Conoids and Spheroids -250

The area of a parabolic segment is four-thirds the area of the inscribed triangle.

Quadrature of the Parabola -250

Man has discovered fire, the wheel, and various instruments; but the lever gives him power over the world.

Attributed reflection -250

In the spiral, the distance from the origin increases uniformly.

On Spirals -240

The tangent to a spiral at any point is determined by the line from the origin to that point.

On Spirals -240

The method of exhaustion allows us to find areas and volumes by approximation.

The Method -225

By mechanical means, we can discover the principles that geometry proves.

The Method -225

The heavens are so vast that they could contain myriads upon myriads of worlds like ours.

The Sand Reckoner -240

Numbers greater than the grains of sand in the universe can be reckoned.

The Sand Reckoner -240

The ratio of the circumference of a circle to its diameter is constant.

Measurement of a Circle -225

The area of a circle is equal to that of a right-angled triangle with one leg equal to the radius and the other to the circumference.

Measurement of a Circle -225

Water rises to the level of its source.

On Floating Bodies -250

Equilibrium is achieved when moments balance.

On the Equilibrium of Planes -250

The center of gravity of a parallelogram is at its center.

On the Equilibrium of Planes -250

A crown of gold alloyed with silver can be detected by displacement.

Anecdote -250

The path of a body falling under gravity is a parabola.

Attributed -250

Geometry is the mother of the sciences.

Attributed reflection -250

In numbers, we find the harmony of the cosmos.

The Sand Reckoner -240

The sphere is the most perfect of all solids.

On the Sphere and Cylinder -225

Cylinders and cones can be exhausted to find their volumes.

On Conoids and Spheroids -225