Preview

History of Pie

Good Essays
Open Document
Open Document
789 Words
Grammar
Grammar
Plagiarism
Plagiarism
Writing
Writing
Score
Score
History of Pie
History
Mathematicians have known about pi for thousands of years because they have been working with circles for the same amount of time. Civilizations as old as the Babylonians have been able to approximate pi to many digits, such as the fraction 25/8 and 256/81. Most historians believe that ancient Egyptians had no concept of π and that the correspondence is a coincidence.[4]
The first written reference to it dates to 1900 BC.[5] Around 1650 BC the Egyptian Ahmes gave a value in the Rhind Papyrus. The Babylonians were able to find that the value of pi was slightly greater than 3 by simply making a big circle and then sticking a piece of rope onto the circumference and the diameter, taking note of their distances, and then dividing the circumference by the diameter.[6]
Knowledge of the number pi passed back into Europe and into the hands of the Hebrews, who made the number important in a section of the Bible called the Old Testament. After this, the most common way of trying to find pi was to draw a shape of many sides inside any circle and use the area of the shape to find measure pi. The Greek philosopher Archimedes, for example, used a polygon shape that had 96 sides in order to find the value of pi, but the Chinese in 500 A.D. were able to use a polygon with 16,384 sides to find the value of pi. The Greeks, like Anaxagoras of Clazomenae, were also busy with finding out other properties of the circle, such as how to make squares of circles and squaring the number pi. Since then, many people have been trying to find out more and more exact values of pi.[7] A history of pi | Philosopher | Date | Approximation | Ptolemy | around 150 A.D. | 3.1416 | Zu Chongzhi | 430-501 AD | 355/113 | al-Khwarizmi | around 800 A.D. | 3.1416 | al-Kashi | around 1430 A.D. | 3.14159265358979 | Viète | 1540–1603 | 3.141592654 | Roomen | 1561–1615 | 3.14159265358979323 | Van Ceulen | around 1600 A.D. | 3.14159265358979323846264338327950288 |
In the 16th century,

You May Also Find These Documents Helpful

  • Satisfactory Essays

    Navigating Early

    • 1990 Words
    • 8 Pages

    It is an irrational number, which means that its value cannot be expressed exactly as a fraction (when the numerator and denominator are integers). Nobody knows its exact value, because no matter how many digits you calculate it to, the number never ends. In math it’s obvious that we use PI in calculations for finding the circumference of a circle and finding areas of circles, cylinders, cones, and spheres. What most people don’t know is that PI is also used to calculate numbers that are used in different jobs: for example electrical engineers used pi to solve problems for electrical applications, statisticians use pi to track population…

    • 1990 Words
    • 8 Pages
    Satisfactory Essays
  • Good Essays

    Within Babylon, individuals kept information on clay tablets which meant that more of their work survived to be studied. From this, there is much more that is known about their mathematic capabilities,…

    • 420 Words
    • 2 Pages
    Good Essays
  • Good Essays

    Geometry, a cornerstone in modern civilization, also had its beginnings in Ancient Greece. Euclid, a mathematician, formed many geometric proofs and theories [Document 5]. He also came to one of the most significant discoveries of math, Pi. This number showed the ratio between the diameter and circumference of a circle.…

    • 357 Words
    • 2 Pages
    Good Essays
  • Good Essays

    The ancient Greek mathematician Euclid influenced mathematics in a large way after developing the Pythagorean theorem. His theorem (written around 300 B.C.) stated that “If two straight lines cut one another, the vertical, or opposite, angles shall be the same” (Doc. 5). Euclid wrote this theorem to set a base rule to help find the sum of the angles of a triangle. The Pythagorean theorem is still used today in mathematics thanks to Euclid’s contribution to society.…

    • 689 Words
    • 3 Pages
    Good Essays
  • Satisfactory Essays

    Caminos Peligrosos

    • 629 Words
    • 3 Pages

    Finding pi came about through the desire to “find not the ratio of the particular circle you were interested in using, but a universal ratio that would hold for all circles for all time”. Pi, or the concept of pi, some may say has been discussed in the past, as far back as biblical times. It is understood to today however, that one of the closest approximations to pi remains 22/7, which is only .04 percent off from pi. The Greeks reinvented the way in looking at pi, by ironically finding the exact number. They eventually did determine pi, but being infinite, they had to bear through the “tedium of working with polygons of large numbers of sides.” This meant that they created so many polygons with in each other, trying to form a circle out of them, however as we know today, that would be an asymptote, for they might come infinitesimally close, and never reach the real value. In the sixteenth century, the fraction 355/ 113 was first used as an approximation of pi being only .000008 percent off. This very small fraction however was not exact, so the fight to find pi kept on. Francois Vieta, a French mathematician of the sixteenth century was the next to take up the challenge. He is one of the most famous math mathematician even being called the “father of algebra” for he was the one who brought variables in to the developing equation of math. He performed the algebraic equivalence of Archimedes’…

    • 629 Words
    • 3 Pages
    Satisfactory Essays
  • Good Essays

    "And so, in that Greek letter that looks like a shack with a corrugated tin roof, in that elusive, irrational number with which scientists try to understand the universe, I found refuge." (1.5.41) This name is important because of its scientific significance. Pi is an irrational number. Pi like and enjoys math and science. The fact that this number is irrational gives and elusive effect whereas the fact that it goes on forever, in a way, mimics faith and how its never-ending.…

    • 1643 Words
    • 7 Pages
    Good Essays
  • Better Essays

    Mathematical Happening

    • 775 Words
    • 3 Pages

    Pythagoreans have and will continue to give recognition to Pythagoras for 1) the angles of a triangle equaling to two right angles. 2) The Pythagoras theorem, which is a right-angled triangle, and the square on the hypotenuse equaling to the sum of the squares on the other two sides. This theory was created and understood years earlier by the Babylonians, however, Pythagoras proved it to be correct. 3) Pythagoras constructed three of the five regular solids. The regular solids are called tetrahedron, cube, octahedron, icosahedron, and dodecahedron. 4) Proving and teaching that the “earth is a sphere in the center of the universe and that the planets, stars, and the universe were spherical because the sphere was the most perfect solid figure numbers. He also taught that the paths of the planets were circular (Douglass, 2005).” Pythagoras was also the first known person to recognize that the morning star and the evening star were in fact the same; planet Venus.…

    • 775 Words
    • 3 Pages
    Better Essays
  • Good Essays

    Mathematics and Mayans

    • 1027 Words
    • 5 Pages

    Ancient Greek mathematics has been developed since the early seventh century B.C. which could also be called the period during the Hellenistic Mathematics. Some of the greatest Ancient Greek mathematicians were Pythagoras, Aristotle, Anaxagoras, Euclid, Archimedes, Thales, and Aristarchus. These Greek mathematicians were big on the development of geometry which is a subdivision of math that focuses on shapes, size, and the relativity of space. Although their number system was based on letters of the alphabet and used units of five and ten, they therefore were not big on the processes of Algebra. However the Greeks became the masters of calculating solutions concerning volume, lengths and areas using geometric methods and theorems to solve algebraic equations. Despite contributions to modern day arithmetic such as the Pythagorean Theorem and Euclidian Geometry the Greeks were missing one essential part of math, one number that modern day civilization mathematics would not be able to function without. The Mayans included this number in their mathematic…

    • 1027 Words
    • 5 Pages
    Good Essays
  • Better Essays

    We also know the Egyptians used math just by looking at their architecture! The Great…

    • 859 Words
    • 4 Pages
    Better Essays
  • Good Essays

    Today people think that the population back in the medieval times thought that the earth is flat, but 2000 years before Columbus Ancient Greek mathematicians had already proven that the Earth was round.…

    • 476 Words
    • 2 Pages
    Good Essays
  • Satisfactory Essays

    • dated to c.1000BC, 250 years before the legendary date of the founding of the city…

    • 642 Words
    • 3 Pages
    Satisfactory Essays
  • Good Essays

    Later came the Pythagoreans who followed Pythagoras, the Father of Numbers. He said that the basis for everything was numbers. His idea was that everything could be broken down into numbers. If a volcano were to explode or a fire was to destroy a town Pythagoras believed that it was because of numbers. His idea is still being used today by scientists, mathematicians, and even higher level algebra students as he later created the Pythagoras theorem.…

    • 1728 Words
    • 7 Pages
    Good Essays
  • Powerful Essays

    Nubia Essay

    • 682 Words
    • 3 Pages

    1. Nubia ca. 3100 B.C.- 350 C.E. (Early cultures, Egyptian domination 2300-1100 B.C, Meroë 800 B.C.-350 C.E.)…

    • 682 Words
    • 3 Pages
    Powerful Essays
  • Good Essays

    The valentines dance was coming up at Niall and Micayla's school. They were bestfriends. They both secretly liked eachother, but neither of them knew it.…

    • 2111 Words
    • 9 Pages
    Good Essays
  • Good Essays

    The thing that Pythagoras is probably the most famous for is the Pythagorean Theorem. The Pythagorean Theorem is used in the field of mathematics and it states the following: the square of the hypotenuse of a right triangle is equal to the sum of the squares of the two other sides. This means that if one makes a square (with all sides equal in length) out of a triangle with a right angle, the areas of the squares made from the two shorter sides, when added together, equal the area of the square made from the long side. Another geometrical discovery made by Pythagoras is that the diagonal of a square is not a rational multiple of its side. The latter discovery proved the existence of irrational numbers and therefore changed the entire Greek mathematical belief that whole numbers and their ratios could account for geometrical properties. He also discovered a formula to find out how many degrees there are in a polygon. Pythagoras came up with (n-2)180°= the number of degrees in a polygon, where (n) represents the number of sides in the polygon. For example, a triangle has three sides, 3-2=1, 1x180=180, which is the total sum of all the inner angles of a triangle. Along with that he found out that the sum of all the outer angles of a polygon is always equal to three hundred sixty degrees. This is true for every single polygon, regardless of the number of the sides.…

    • 750 Words
    • 3 Pages
    Good Essays

Related Topics