'Carl friedrich gauss' presentation slideshows

Mathematical Ideas that Shaped the World

Mathematical Ideas that Shaped the World. Non-Euclidean geometry. Plan for this class . Who was Euclid? What did he do? Find out how your teachers lied to you Can parallel lines ever meet? Why did the answer to this question change the philosophy of centuries?

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934 views • 76 slides

The Magnet Lab: Magnets Are What We Do!

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Tesla Tales

Carlos R. Villa National High Magnetic Field Laboratory. Tesla Tales. NHMFL Overview. One Of Three National Labs In The Southeast U.S. One Of A Dozen High Magnetic Field Labs In The World Only One In Western Hemisphere Largest And Highest Powered In The World. NHMFL Overview.

430 views • 34 slides

Who is the ultimate mathematics teacher?

Who is the ultimate mathematics teacher?. Johnny W. Lott, President National Council of Teachers of Mathematics. Is it a family member?. Parent Grandparent Sibling. Who really taught you to count?. Family member Teacher. Who taught you geometry?. Measurement Data Analysis Probability

438 views • 32 slides

A Person Indexed Survey of Statistics

A Person Indexed Survey of Statistics. James R. Thompson. First Statistician. Moses?. Moses's Census of 1452 B.C. ____________________________________________________ Tribe Number of warriors Judah 74,600 Issachar 54,400 Zebulun 57,400 Reuben 46,500 Simeon 59,300

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The Handshake Problem

The Handshake Problem. The Handshake Problem. n people are in a room Each person shakes hands with each other person exactly once. How many handshakes will take place?. Example: n = 5. Example: n = 5. Person 1 shakes hands with the other four and leaves. Running Total: 4.

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Mathematical thinking

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Laplace, Pierre Simon de (1749-1827)

Laplace, Pierre Simon de (1749-1827). Agenda. Biography History of The Central limit Theorem (CLT) Derivation of the CLT First Version of the CLT CLT for the Binomial Distribution Laplace and Bayesian ideas 4 th and 5 th Principles 6 th Principle 7 th Principle References .

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Sophie Germain Presented by: Terri-Ann, Allison and Caroline

Sophie Germain Presented by: Terri-Ann, Allison and Caroline. Who Was Sophie Germain?. Sophie was born in Paris on April 1, 1776 and died at the age of 55, on June 27, 1831, after a battle with breast cancer.

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ALGEBRA II HONORS @

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Systems of equations

Systems of equations. When we have two equations with two unknowns we solve them using the methods from simultaneous equations. Either by elimination or substitution. . What about three equations with three unknowns or four or five?.

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6.7 Using the Fundamental Theorem of Algebra

6.7 Using the Fundamental Theorem of Algebra. What is the fundamental theorem of Algebra? What methods do you use to find the zeros of a polynomial function? How do you use zeros to write a polynomial function?.

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ARITHMETIC SEQUENCES

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Complex Numbers

Complex Numbers. Adding in the Imaginary i. By Lucas Wagner. The Domain of the Square Root. We might think of as a parabola on its side, with the following equivalent statement:. So we can see that negative values of x do not yield any real y -values. . The Quadratic Formula.

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Counting on Them

Counting on Them. Mathematicians of the Times Evan Sauve. Pythagoras of Samos. I was born circa 570 BC in Samos (island in Greece). I traveled to Egypt, in search of wisdom. I might have been the first man to call himself a philosopher (lover of knowledge).

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Carl Friedrich Gauss

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Chapter-23: Gauss' Law

. Chapter-23: Gauss' Law. One of the primary goals of physics is to find simple ways of solving seemingly complex problems. One of the main tools of physics in attaining this goal is the use of symmetry.

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Mathematics of Internet Security Brian McEnnis Department of Mathematics

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