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Quest of ?

Quest of ?

Quest of ?. Lecture Five. Outline. Review of number representation Mathematical classification of numbers Irrationality of History of ? Methods of computing ?. Number 13 in Various Representations. ? III. Egypt. China. Attic. I ?. 13. Hindu-Arabic modern. Babylon. Greece.

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Sullivan Algebra and Trigonometry: Section R.1 Real Numbers

Sullivan Algebra and Trigonometry: Section R.1 Real Numbers

Sullivan Algebra and Trigonometry: Section R.1 Real Numbers. Objectives of this Section Classify Numbers Evaluate Numerical Expressions Work with Properties of Real Numbers. Describing Sets of Numbers The Roster Method.

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363 views • 18 slides
Surds

Surds

Surds. The types of numbers we use and where surds appear. Square numbers and how to use them to simplify surds. What is so special about surds?.

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594 views • 11 slides
Decimal Expansion of Rational Numbers

Decimal Expansion of Rational Numbers

Decimal Expansion of Rational Numbers. By Arogya Singh Seema KC Prashant Rajbhandari. Rational Number. A rational number is any number that can be expressed as the ratio of two integers p/q, where q ? 0. Some examples of rational numbers are:

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838 views • 9 slides
Decimal Expansion of Rational Numbers

Decimal Expansion of Rational Numbers

Decimal Expansion of Rational Numbers. By Arogya Singh Seema KC Prashant Rajbhandari. Rational Number. A rational number is any number that can be expressed as the ratio of two integers p/q, where q ? 0. Some examples of rational numbers are:

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339 views • 9 slides

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