Introduction to Computing History

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Questions and Answers

What civilization is known for using clay cuneiform tables for mathematical operations?

  • Greeks
  • Romans
  • Egyptians
  • Babylonians (correct)

Which numerical system did the Egyptians use?

  • Base 16
  • Base 10 (correct)
  • Base 12
  • Base 2

What theorem is Pythagoras credited with founding?

  • Thales' Theorem
  • Euclidean Theorem
  • Aristotle's Proposition
  • Pythagorean Theorem (correct)

What significant mathematical development did the Babylonians contribute to prior to Pythagoras?

<p>Pythagorean Theorem (C)</p>
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What was one of the main uses of mathematics by the Egyptians?

<p>Bookkeeping (A)</p>
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Who was a significant figure in establishing the Pythagorean society?

<p>Pythagoras (C)</p>
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What type of numerical symbols did the Babylonians use?

<p>Two symbols (1 and 10) (C)</p>
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What was a notable belief of the Pythagoreans?

<p>Numbers are the essence of all things (C)</p>
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Study Notes

Introduction to Computing

  • Introduction covers the fundamentals of computing history and the significant contributions of notable figures in the field.

The History of Computing

  • Computing involves managing, processing, and communicating vital information using computers, crucial for modern industrial technology.

The Babylonians (2000 BC - 500 BC)

  • Flourished in Mesopotamia (modern-day Iraq) and created clay cuneiform tables with mathematical texts.
  • Developed tables for basic arithmetic, cubes, and square roots.
  • Utilized a base-10 system represented by two symbols (1 and 10) to combine and express other numbers.

The Egyptians

  • Addressed practical problems like time measurement, flood calculations, land area measurement, bookkeeping, and tax calculations through mathematics.
  • Employed a base-10 numerical system with distinct symbols for different values (one to a hundred thousand).

The Greeks (500 BC - 600 BC)

  • Pythagoras, a philosopher and mathematician, learned Egyptian mathematics and founded a secret society (the Pythagoreans) focusing on the connection between numbers and the essence of existence.
  • Credited with Pythagoras's theorem, although it predates him by 1000 years discovered by the Babylonians.
  • Contributed to Euclidean geometry through Thales’ theorem, which states that the angle subtended at the circumference of a circle by the diameter is a right angle.

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