Math Collection (#4)

absence, arid climate, binary, binary code, cloud, color image, computing, copy space
Illuminated binary code in desert

Little girl teaching maths to circus elephants
Unusual Friends - little girl teaching maths to circus elephants. 1950s

Childs slate with pen and toy soldiers on a New Year card. Date: early 20th century

Childs slate with pen and scribbles on a New Year card. Date: early 20th century

Childs slate with pen and scribbles on a Christmas card. Date: early 20th century

Childs slate with pen and baubles on a Christmas card. early 20th century

Roman Villa of Pisoes. Polychrome mosaic with geometric moti
Roman Art. Portugal. Roman Villa of Pisoes. 1st to 4th century. Polychrome mosaic decorated with geometric motifs. Detail. Near Beja. El Alentejo

Juan Perez de Moya (1514-1595). Spanish mathematician. Speculative and practical arithmetic. Title cover. 1675. Madrid. Spain

Joseph Louis Lagrange, mathematician and astronomer
Joseph Louis Lagrange (1736-1813), Italian-French mathematician and astronomer. Date: circa 1790

Johann Bernouilli, Swiss mathematician
Johann Bernouilli (1667 - 1748), Swiss mathematician, one of many mathematicians of the Bernouilli family. He is especially known for his contributions to infinitesimal calculus. Date: circa 1710

Children playing schools, with a teacher writing sums up on a blackboard. Date: circa 1930s

BERNOULLI, Johann (1667-1748). Swiss mathematician. Development of infinitesimal calculus. Catenary solution Bernoullis rule. Engraving

WW2 poster, Elephants know no arithmetic. Its the little things that count. Attention to detail is vital to all good work. Design by Victor Hicks. Date: 1940s

Nursery Rhymes -- boy with slate, mice with cheese
Nursery Rhymes -- two illustrations. Above -- a boy sits doing sums on a slate while other boys play football. Below -- mice eating bread, cheese and an apple. Date: early 20th century

Thomas Harper, Math
THOMAS HARPER Arithmetician, concerned less with the abstractions of the higher mathematician, more with the day-to-day activities of the accountant. Date: CIRCA 1765

Kepler, Johannes (1571-1630) German mathematician and astronomer
Johannes Kepler (1571-1630) German mathematician and astronomer. Considered the founder of modern astronomy. Colored engraving

Laplace, Pierre Simon de (1749-1827). French mathematician, physicist and astronomer
Pierre Simon de Laplace (1749-1827). French mathematician, physicist and astronomer. Colored engraving

MARYLAND: CLASSROOM, 1940. A teacher explaining decimals to seventh grade students in a one-room schoolhouse in Saint Marys County, Maryland. Photograph by John Vachon, 1940

Title page of a math book, print maker: Jacques Bureau

Symbolic image depicting knowledge, blue head with various written tables mathematical formulas, chemical formulas, excerpts from Platos Allegory of the Cave etc

ABACUS, 19th CENTURY. Line engraving

SEWING CLASS, 1909. Working girls learning sewing at the Vocational Hancock School in Boston, Massachusetts. Photograph by Lewis Hine, October 1909

DRESSMAKING CLASS, 1909. Working girls learning dressmaking in a free evening class at a vocational school in Boston, Massachusetts. Photograph by Lewis Hine, October 1909

EMBROIDERY CLASS, 1909. Working girls learning embroidery in a free evening class at a vocational school in Boston, Massachusetts. Photograph by Lewis Hine, October 1909

Traffic trails across bridge at dusk, Cincinnati, Ohio, from Devou Park, Covington, Kentucky

Math teacher talking to students in classroom

Geometry equations, artwork C017 / 0793
Geometry equations. Computer artwork showing equations for determining the area and volume of a cylinder and its component shapes

Cartesian coordinates in 3 dimensions C017 / 6989
Cartesian coordinates in three dimensions, computer artwork. At centre is the origin (red). This lies at point 0, 0, 0, where the X Y and Z axes meet

Cartesian coordinates in 3 dimensions C017 / 6998
Cartesian coordinates in three dimensions, computer artwork. At centre is the origin (red). This lies at point 0, 0, 0, where the X Y and Z axes meet

Geometry equations, artwork C017 / 0789
Geometry equations. Computer artwork showing equations for determining the area and volume of a cylinder and its component shapes

Cartesian coordinates in 3 dimensions C017 / 6999
Cartesian coordinates in three dimensions, computer artwork. At centre is the origin (red). This lies at point 0, 0, 0, where the X Y and Z axes meet

Geometry equations, artwork C017 / 0791
Geometry equations. Computer artwork showing equations for determining the area and volume of a cylinder and its component shapes

Torus, artwork F006 / 3582
Torus. Computer artwork of a torus. A torus is a mathematical surface with the shape of a doughnut

Torus, artwork F006 / 3587
Torus. Computer artwork of a torus. A torus is a mathematical surface with the shape of a doughnut

Torus, artwork F006 / 3588
Torus. Computer artwork of a torus. A torus is a mathematical surface with the shape of a doughnut

Johann Sebastian Bach (1685-1750)
Born in Eisenbach, Germany, he was considered in his lifetime a virtuoso instrumentalist of the organ, violin and harpsichord who also composed sacred organ and choral music

Geometry equations, artwork C017 / 0790
Geometry equations. Computer artwork showing equations for determining the area and volume of a cylinder and its component shapes

Geometry equations, artwork C017 / 0797
Geometry equations. Computer artwork showing equations for determining the area and volume of a cone and its component shapes

Geometry equations, artwork C017 / 0796
Geometry equations. Computer artwork showing equations for determining the area and volume of a cone and its component shapes

Geometry equations, artwork C017 / 0819
Geometry equations. Computer artwork showing equations for determining the area and volume of a sphere and its component shape

Geometry equations, artwork C017 / 0818
Geometry equations. Computer artwork showing equations for determining the area and volume of a sphere and its component shape

Geometry equations, artwork C017 / 0792
Geometry equations. Computer artwork showing equations for determining the area and volume of a cylinder and its component shapes

Geometry equations, artwork C017 / 0794
Geometry equations. Computer artwork showing equations for determining the area and volume of a cylinder and its component shapes

Solid of revolution, artwork C016 / 8876
Solid of revolution, computer artwork. A solid of revolution is a solid form (yellow) made by rotating an area bounded by a curve (red) around an axis (here it is the x axis)

Solid of revolution, artwork C016 / 8881
Solid of revolution, computer artwork. A solid of revolution is a solid form (grey) made by rotating an area bounded by a curve around an axis that lies on the same plane

Solid of revolution, artwork C016 / 8882
Solid of revolution, computer artwork. A solid of revolution is a solid form (yellow) made by rotating an area bounded by a curve (red) around an axis (here it it the x axis)

Solid of revolution, artwork C016 / 8877
Solid of revolution, computer artwork. A solid of revolution is a solid form (yellow) made by rotating an area bounded by a curve (red) around an axis (here it is the y axis)

Solid of revolution, artwork C016 / 8878
Solid of revolution, computer artwork. A solid of revolution is a solid form (yellow) made by rotating an area bounded by a curve (red) around an axis (here it it the y axis)

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Mathematics is the universal language that unravels the mysteries of our world, from particle physics equations to deciphering the Enigma code machine and has been a driving force behind countless scientific breakthroughs and technological advancements throughout history. From Sir Isaac Newton, the brilliant English mathematician who laid the foundations of calculus and laws of motion, to Leonhard Euler, the Swiss mathematician whose contributions spanned multiple branches of mathematics, these luminaries have shaped our understanding of numbers. Gottfried von Leibniz, a German mathematician and philosopher, introduced us to binary code - paving the way for modern computing. Archimedes, an ancient Greek mathematician and inventor, revolutionized geometry with his discoveries in calculating areas and volumes. Rene Descartes, a French mathematician and philosopher known as "the father of modern philosophy, " developed analytical geometry which merged algebra with geometry. From Particle physics equations that unlock secrets hidden within atoms to complex mathematical models like PSCI2A-00011 or PSCI2A-00029 that help us comprehend intricate phenomena in nature; math permeates every aspect of our lives. It challenges us to think critically and problem solve while providing a framework for logical reasoning. So let's celebrate this beautiful discipline that connects minds across time and space. Whether you're solving equations like Sir Isaac Newton or exploring new frontiers like those encoded by PSCI2A-00045 – embrace math's elegance as it guides us towards deeper understanding in an ever-evolving world.