Carl friedrich gauss biography ppt

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    Carl friedrich gauss

  • 1. CARL FRIEDRICH GAUSS

  • 2.  Astronomer  Physicist  Mathematician CARL FRIEDRICH GAUSS

  • 3. Amazing Gauss !!  Three years old Gauss corrected a math error his father made  Teacher - Buttner  Arithmetical Progression  81297 + 81495 + 81693 + …………… + 100899  d = 198 & n = 100  S = ½ n(n + 1)  7 years

  • 4. Laplace : “ What to talk of Europe , Gauss is the greatest mathematician of the world !”

  • 5. BORN  Johann Carl Friedrich Gauss  23 April 1777  Brunswick , Germany  Father - Gerhard Gauss (day labourer)  Mother - born on a Wednesday, eight days before the Feast of the Ascension (which occurs 39 days after Easter).  Gauss later solved this puzzle about his birth date in the context of finding the date of Easter

  • 6. IN SCHOOL • Amazing attitudes towards figures • By 10 years , there is nothing to teach him in arithmetic • Started to study Algebra and Geometry • By 12 years , Binomial Theorem , Theory of infinite series and Possibil

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    Carl Friedrich Gauss

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    Carl Friedrich Gauss. (30 April 1777 – 23 February 1855.

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    Carl Friedrich Gauss

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    1. Carl Friedrich Gauss (30 April 1777 – 23 February 1855

    2. Johann Carl Friedrich Gauss was a German mathematician and physical forskare who contributed significantly to m

    3. carl friedrich gauss biography ppt

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      Carl fedrich gauss

    4. 1. CARL FRIEDRICH GAUSS Presented By Ambreen Akram Habibah Farmaan Syeda Sana Naqvi

    5. 2. Mathematics is the queen of the sciences and number theory is the queen of mathematics. ~ Carl Friedrich Gauss  .

    6. 3. Princepes Mathematicorum (foremost of mathematics )

    7. 4. Carl Fedrich Gauss

    8. 5. Biography  He was born on April 30th, 1777 in Brunswick  His mother was illiterate woman and never recorded his date of birth.  He invented the method for calculating the birth date.

    9. 6. Content  At the age of 8 , he figure out to add up numbers from 1 to 100.  His “ magnum opus disquistiones Arithmaticae “ was not published in his life due to his poor financial conditions

    10. 7. Contributions In Different Fields of Mathematics  Gauss’s intellectual abilities attracted the attention of the Duke of Brunswick  He shows that regular polygon can be constructed by compass and straightedge  Major discovery that he solved the construction problem.

    11. 8. Cont….  Th