Imagescatdnw9v

Women in Mathematics

  • Hypatia
    415

    Hypatia

    The mathematician and philosopher Hypatia of Alexandria was the daughter of the mathematician Theon Alexandricus. She worked with real numbers. The mathematician and philosopher Hypatia of Alexandria was the daughter of the mathematician Theon Alexandricus.
  • Mary Somervillie

    Mary Somervillie

    She was very poor, but she like algebra the most. Also she enjoyed algebric symbols too. She began her algebra study by reading Elements of Algebra a book by Ecluids.
  • Florence Nightingale

    Florence Nightingale

    She revolutionized how statistics are gathered and displayed. She was calleb The Lady With the Lamp. FLorence Nightingale became a pioneer in the visual presentation of information and statistical graphics.
  • Christine Ladd-Franklin

    Christine Ladd-Franklin

    She was 16 when she started collage. She wrote a book on Alebra of Logic very good for young people. She earned her PH.D and fullfilled her dream.
  • Charlotte Scott

    Charlotte Scott

    She wanted her stundents to learn through equations. Also She learned about geometry, and trigonmetry. Also she was the eight in mathmematics.
  • Alicia Boole Stott

    Alicia Boole Stott

    She is best known for coining the term polytope for a convex solid in four dimensions. Or geometry, like shapes. She was a british mathmatician.
  • Agnes Baxter

    Agnes Baxter

    Anges Baxter went Cornell University where she did graduate work in mathematics. Her primary courses of study were mathematics and mathematical physics. She enrolled in enrolled at Dalhousie University in 1887.
    The slope-intercept form is y=mx+b
  • Olga Tausky-Todd

    Olga Tausky-Todd

    She began her study about algbra in 1925. Her accurate subject was math and she like agebra number theroy. And she wanted to be a doctor and she turned out to be one after she finished collage.
  • Amalie Emmy Noether

    Amalie Emmy Noether

    Amalie Emmy Noether was a german mathmatician and she ahad a passion for abstract algebra and theroetical physics.To this day Noether’s many skills tomathematics and theoretical physics are highly remembered, The also remain relevant to the math of the twenty-first century.
  • Maria Gaetana Agnesi

    Maria Gaetana Agnesi

    She was the oldest of 21 children. Her father was a professor of mathematics and provided her a profound education. She worked with formulas. Like *x^2=a^2(a-y) or y = a^3/(x^2 + a^2).