Difference between revisions of "Moving Image:Natural numbers, integers, and rational numbers"
Moving Image:Natural numbers, integers, and rational numbers
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|desc=Describes natural numbers and zero, negative numbers or integers, and their reciprocals or the system of rational numbers as the building blocks of algebra. Demonstrates the fundamental addition and m... | |desc=Describes natural numbers and zero, negative numbers or integers, and their reciprocals or the system of rational numbers as the building blocks of algebra. Demonstrates the fundamental addition and m... | ||
|link=https://media.dlib.indiana.edu/media_objects/4b29bp61v | |link=https://media.dlib.indiana.edu/media_objects/4b29bp61v | ||
|len= | |len=0:29:09 | ||
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== More Details == | == More Details == | ||
;Summary | ;Summary | ||
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;Full Title (usually this is the same as above) | ;Full Title (usually this is the same as above) | ||
:Natural numbers, integers, and rational numbers | :Natural numbers, integers, and rational numbers | ||
;internal id: 71000 | |||
Latest revision as of 17:07, 10 December 2021
Natural numbers, integers, and rational numbers is a short film from 1961 released on 16mm. It is held in the IUL Moving Image Archive collection.
Describes natural numbers and zero, negative numbers or integers, and their reciprocals or the system of rational numbers as the building blocks of algebra. Demonstrates the fundamental addition and m...
| Natural numbers, integers, and rational numbers | |
|---|---|
Release date | 1961 |
Running time | 0:29:09 |
| Language | English |
More Details
- Summary
- Describes natural numbers and zero, negative numbers or integers, and their reciprocals or the system of rational numbers as the building blocks of algebra. Demonstrates the fundamental addition and multiplication operations of closure, the associative principle, and the commutative principle. Discusses the combining of the laws of multiplication and addition into what is known as the distributive law.
- Physical Format
- 1 Film (0:29:09)
- 16mm
- IUL Genres
- IUL Subject
- Mathematics.
- Full Title (usually this is the same as above)
- Natural numbers, integers, and rational numbers
- internal id
- 71000