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Mathematical Models I

Mathematical Models I

This is a collection of videos to help with MAT 141, Mathematical Models I. This course is primarily for those who are thinking about teaching mathematics in the elementary school, although it is open to others in the Associate of Arts or Sciences degrees.

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  • Finding prime numbers using the Sieve of Eratosthenes. Definition of prime and composite numbers. 14m22s


    by:
    rtgmath
    views:
    110
    added:
    12 mos ago
    language:
    English
  • Divisibility rules for 7 and 13 are explored. How do we work out general rules for divisibility? 17m21s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    26
    added:
    12 mos ago
    language:
    English
  • We prove the rule for divisibility by 3, and then do divisibility by 4 and 5. 23m50s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    13
    added:
    12 mos ago
    language:
    English
  • Rules for divisibility by 2 and by 3. General divisibility rules are explored for use in proving our ideas. 17m10s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    38
    added:
    12 mos ago
    language:
    English
  • We look at the idea of divisibility, factors, and the ways that different factors create the same product. 17m32s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    79
    added:
    12 mos ago
    language:
    English
  • We look at the idea of divisibility, factors, and the ways that different factors create the same product. 17m32s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    25
    added:
    12 mos ago
    language:
    English
  • Conversion techniques between base ten and other bases 18m10s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    20
    added:
    12 mos ago
    language:
    English
  • We describe the basis for a positional system. The Hindu-Arabic system (base 10) is explored, and compared with other grouping schema. 22m54s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    74
    added:
    12 mos ago
    language:
    English
  • Exploring the way ancient civilizations expressed numbers and counting. Mayan and Roman numeration explored. 20m25s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    73
    added:
    12 mos ago
    language:
    English
  • Exploring the way ancient civilizations expressed numbers and counting. Talleys, Egyptian, and Babylonian systems explored. 29m14s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    80
    added:
    12 mos ago
    language:
    English
  • Exploring the properties of multiplication, including a good example of the distributive property. 11m46s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    8
    added:
    12 mos ago
    language:
    English
  • Two different ways of defining multiplication of whole numbers: repeated addition and cartesian product of sets. 12m15s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    22
    added:
    12 mos ago
    language:
    English
  • Two different ways of defining multiplication of whole numbers: repeated addition and cartesian product of sets. 12m15s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    9
    added:
    12 mos ago
    language:
    English
  • Does subtraction have the same kind of properties as addition under the whole numbers? A short investigation. 5m39s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    12
    added:
    12 mos ago
    language:
    English
  • Finishing the construction of the definition and properties of addition of whole numbers by way of set manipulations. Definitions of subtraction. Number line examples. 22m47s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    23
    added:
    12 mos ago
  • Construction of the definition and properties of addition of whole numbers by way of set manipulations. 28m23s © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    19
    added:
    12 mos ago
    language:
    English
  • Subsets, proper subsets, universal set, empty set, complement, construction of subsets. The two big ideas of sets are inclusion and exclusion. For MAT 141, Mathematical Models I. © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    104
    added:
    12 mos ago
    language:
    English
  • How many subsets does a set have? Construction of the formula. One-to-one correspondence. A whole number as the cardinal value for a set. Greater than and less than as a set-cardinality comparison. © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    98
    added:
    12 mos ago
    language:
    English
  • Basic definitions of sets. Equal and equivalent sets, subsets. For MAT 141, Mathematical Models I. © 2008 by Raymond E. Griffith.


    by:
    rtgmath
    views:
    39
    added:
    12 mos ago
    language:
    English
  • A discussion of Polya's description of how to Solve Problems. For 141, Mathematical Models.


    by:
    rtgmath
    views:
    76
    added:
    12 mos ago
    language:
    English
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