RFPW9KFE–Mathematics outline icon. Creative design from school icon collection. Premium mathematics outline icon. For web design, apps, software and printing.
RM2WCNK2P–Sir William Thomson, Baron Kelvin, 1824 - 1907. Scientist, William Thomson, 1st Baron Kelvin, (1824 – 1907) British mathematician, mathematical physicist and engineer
RFHRJ1EY–Mathematical Instrument
RM2M98NE6–Mathematical Drawing Instruments.
RMD674A6–Mathematical equations and calculations for engineering studies and practice.
RMFG9F7W–A women class in mathematical geography Hampton Institute Virginia - 1899
RM2DC2JF6–James II Receiving the Mathematical Scholars of Christ's Hospital, painting by Studio of Antonio Verrio, before 1707
RM2K01K51–Philisophers demonstrating the mathematical sciences, including geometry and Pythagoras's Triangle.
RMP7E7FT–Philosophiæ Naturalis Principia Mathematica, by Isaac Newton. (Mathematical Principles of Natural Philosophy). Title page of first edition dated July 5, 1687.
RMKGKPWR–Candid of two men in a Johns Hopkins University classroom in front of a blackboard covered in mathematical equations, including James Herbert Henry, staff member at Johns Hopkins University, at 40 years old, and Macon Fry, operations analyst at the Operations Research Office at Johns Hopkins University, at 45 years old, Baltimore, Maryland, 1952. ()
RMFXGE16–Sumer. Mesopotamia. School mathematical tablets. Clay. The state Hermitage Museum. Saint Petersburg. Russia.
RMP67W4F–The earliest commercial makers of mathematical instruments in London were 16th century immigrants, particularly from the Low Countries. Native makers emerged in the latter half of the century, the most prominent being Hint.
RMA1KGHB–computer monitor with mathematical algorithms composited
RMF30WDT–Cambridge University Centre for Mathematical Studies by Edward Cullinan Architects
RMMC6EHC–HOROSCOPE - PROCLUS The horoscope of the Neoplatonic philosopher, Proclus. From, The Philosophical and Mathematical Commentaries of Proclus, 1792,
RF2JNPREA–Pi spiral. The first hundred digits of the infinite circle number and mathematical constant Pi, forming an arithmetic spiral. Black and white.
RMEACGC3–Cambridge Mathematical Bridge on the River Cam at Queens' College, with tourists and students punting, polling in punts.
RMERGERK–'Instruments of Mathematical Precision for executing Portraits' - from reproduction of wood engraving by Albert Dürer in
RM2R4HB90–Centre for Mathematical Sciences, Cambridge University.
RMHRKNDH–Roger Penrose, English Mathematical Physicist
RMFXGE17–Sumer. Mesopotamia. Right: School tablet. Sumerian words. The exercise was probably corrected by a teacher. Left: School mathematical tablet. The state Hermitage Museum. Saint Petersburg. Russia.
RMRB653D–Diagram of sound as a wave form, top. At bottom are demonstrations of the behaviour of sound in water and in a vacuum. Engraving from ''Mathematical Elements of Natural Philosophy'' by J.T. Desaguliers, London, 1747.
RMA6R8G7–computer monitor with mathematical algorithms composited
RMCC4294–Robertus Robbert Dijkgraaf Dutch mathematical physicist string theorist director Institute Advanced Study Princeton University
RM2MD258R–The Mathematical Bridge & River Cam in autumn, Queens College Cambridge, Cambridge University, Cambridge, Cambridgeshire, England, UK
RM2M3H2ME–Instruments of mathematical precision for executing portraits.
RMCBG7TP–Mathematical Spiral Fractal Pattern
RMAM0F7G–Cambridge Mathematical Bridge, Queens College 1749
RMERGERM–'Instruments of Mathematical Precision for designing Objects in Perspective' - from reproduction of wood engraving by Albert
RM2R4HB87–Centre for Mathematical Sciences, Cambridge University.
RFFYTBRY–CHRIST'S HOSPITAL: The Mathematical School. (N. Smith 1793). London, c1880
RFD67498–Mathematical equations and calculations for engineering studies and practice.
RMEACGBY–Cambridge Mathematical Bridge on the River Cam at Queens' College
RF2ATWWKH–School or University blackboard with advanced mathematical formulas and equations (algebra) written on it
RMD98A1X–Mathematical tablet - this tablet, which is partly illustrated, contains a set of problems relating to the calculation of volume, together with the solutions.
RMER8WT5–William Thomson, 1st Baron Kelvin, 1824 – 1907. British mathematical physicist and engineer.
RFEH7R7K–The Mathematical Bridge, Cambridge, which joins two parts of Queens College, with a group of punts passing underneath.
RMBHKDKK–astronomy, moon, scientists at the Mathematical Symposium of the Humboldt University, Berlin, 7.11.1960,
RM2CKE2EC–Isaac Newton (1642-1727). English physicist, astronomer and mathematician. 'Opuscula Mathematica, Philosophica et Philologica'. Volume I: Mathematica. Inside page with mathematical calculations. Published in Lausanne and Geneva, 1744. Newton's original work dates from 1686.
RMAYAR85–computer monitor with mathematical symbols composited abstract
RMCC428A–Robertus Robbert Dijkgraaf Dutch mathematical physicist string theorist director Institute Advanced Study Princeton University
RM2J66TJ4–SYMBOLISM - An old handwritten page recording ancient international mathematical symbols and their meanings throughout time
RMD17HJ1–Cambridge, punting under the Mathematical Bridge
RMAJA3RF–Albert Einstein (1879-1955), mathematical physicist, c1979. Artist: Unknown
RFJ5T4K8–mathematical formula
RMERGFAE–'Instruments of Mathematical Precision for designing Objects in Perspective' - from reproduction of wood engraving by Albert
RMD2WX6T–Flensburg, Germany, students in the Flensburg Mathematical Olympiad
RM2BE0GNW–The Rhind papyrus, also known as the Ahmes papyrus, dating to around 1650 BC in Egypt, is one of the earliest mathematical records to be found on a paper-like substance. It is a fragment from a reference book of everyday mathematics used by ancient Egyptians.
RMBCE739–Table of mathematical knots with zero to seven crossings. The number of distinct knots increases with the number of crossings.
RMD674AF–Mathematical equations and calculations for engineering studies and practice.
RMEACGBT–Cambridge Mathematical Bridge on the River Cam at Queens' College, with tourists and students punting, polling in punts.
RMEY4N2N–Mathematical Bridge at Queens College Cambridge University Cambridgeshire England UK GB EU Europe
RMRJGYXK–An engraving depicting a meeting of the Mathematical Section of the British Association in the Randolph Gallery, Oxford. Dated 19th century
RMP1CB98–William Thomson, 1st Baron Kelvin, 1824 – 1907. Scots-Irish mathematical physicist and engineer. Illustration by Gordon Ross, American artist and illustrator (1873-1946), from Living Biographies of Great Scientists.
RM2FK4RBN–Queen's College Bridge (also known as Mathematical Bridge) Cambridge University, Cambridge circa 1890-1900
RMBJW0K8–geography / travel, Egypt, Alexandria, Museion, mathematical recitation, wood engraving after drawing by Alexandre Bar, 19th century, historic, historical, recitations, lecture, science, ancient world, education, ancient world, people,
RF2HP5AT4–Centre for Mathematical Sciences, Cambridge University. Completed 2002, Architects Edward Cullinan Architects.
RMM4B6R2–Study for the Last Supper, and mathematical figures and calculations, drawn by Leonardo Da Vinci, circa 1495-97
RMA6R7PD–engineer checking mathematical algorithms on large computer monitor
RMCYG3E2–Temperance Giovanni Caccini Italian 1556–1613 Italy Marble 177cm mathematical instruments garden palace Marsica Florence
RMB39HD6–Mathematical bridge and punts, Cambridge, Cambridgeshire
RMD17HNB–Cambridge, punting under the Mathematical Bridge
RF2P3GE91–Royal Cabinet of Mathematical and Physical Instruments (Mathematisch-Physikalischer Salon) at Zwinger Palace - Dresden, Saxony, Germany
RMKCDJGJ–Garden of Mathematical Sciences, Francesco Curti, 17th century
RMERGFAD–'Instruments of Mathematical Precision for executing Portraits' - from reproduction of wood engraving by Albert Dürer in
RMD2WX6Y–Flensburg, Germany, students in the Flensburg Mathematical Olympiad
RM2BE0YXW–The Rhind papyrus, also known as the Ahmes papyrus, dating to around 1650 BC in Egypt, is one of the earliest mathematical records to be found on a paper-like substance. It is a fragment from a reference book of everyday mathematics used by ancient Egyptians.
RFG3BY3F–Spiral- Golden cut vector with mathematical formula.
RMD6749N–Mathematical equations and calculations for engineering studies and practice.
RF2EJA82M–Sir Roger Penrose, Emeritus Professor at the Mathematical Institute of the University of Oxford. He has been awarded the Nobel Prize for Physics.
RMDN1D7B–The Mathematical bridge, built in 1749 by James Essex that spans the river Cam in Cambridge, England, UK
RMD98A1R–Mathematical tablet - this tablet, which is partly illustrated, contains a set of problems relating to the calculation of volume, together with the solutions. Babylonian tablet BC 7289
RM2G7DNY3–Philosophiæ Naturalis Principia Mathematica, or Mathematical Principles of Natural Philosophy, commonly known as the Principia by Sir Isaac Newton. Newton published the Principia in three volumes, in Latin, in 1687. This is the title page of the amended third edition published in 1726, the year of Newton's death.
RMK50BPP–1870: A moonlit view of the Mathematical Bridge over the River Cam built in 1749 and connecting the two sides Queens' College, a constituent college of the University of Cambridge, England. Queens' is one of the oldest and largest colleges of the university, founded in 1448 by Margaret of Anjou (the queen of Henry VI, who founded King's College), and has some of the most recognisable buildings in Cambridge.
RMFGT217–geography / travel, Germany, Dresden, museum / museums, Mathematical Physical Parlour in the Zwinger, world clock of Andreas Gaertner, circa 1700, March 1967, mathematically - physically, museum, museums, natural science, sciences, clock, clocks, exposition, expositions, exhibitions, exhibition, East-Germany, GDR, DDR, East Germany, Eastern Germany, Saxony, Central Europe, 1960s, 60s, 20th century, no-people, community, communities, historic, historical, Gaertner, Gärtner, Gartner, Additional-Rights-Clearences-Not Available
RF2HP5AWX–Centre for Mathematical Sciences, Cambridge University. Completed 2002, Architects Edward Cullinan Architects.
RMWHB759–Mathematical tablet - Babylonian.
RMA6R7R0–doctor checking mathematical algorithms on large computer monitor
RFW3G73W–pi symbol, mathematical carved in stone constant isolated on white background
RMAPT5MN–Mathematical bridge and punts, Cambridge, England
RF2ARRAEF–Poleidoblocs - mathematical learning aid invented by Dr Margaret Lowenfeld
RF2P3G5XG–Royal Cabinet of Mathematical and Physical Instruments (Mathematisch-Physikalischer Salon) at Zwinger Palace - Dresden, Saxony, Germany
RMW58KHR–An introduction to the mathematical theory of attraction : Tarleton, Francis A
RM2GE6D9E–Punting under the Mathematical Bridge, Queens' College, Cambridge
RMD2WX5P–Flensburg, Germany, students in the Flensburg Mathematical Olympiad
RMG15H5C–A cuneiform mathematical text from Hammurabi's time. Most mathematical texts come from a site at Tell Harmel in modern Iraq and are primarily school assignments used to instruct students. Many are tables for multiplication, division, finding cubic measure
RFPB6F16–Mathematical symbols in a dark gray brain and silhouette of a head. Some symbols from mathematics, white colored, in a darker brain area.
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