Study of numbers up to 1000: the four operations
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The magic numbers of the professor
by Dudley, Underwood, O'Shea, Owen
fromSpectrum series
0
Type: Book
The magic numbers of the professor
by Dudley, Underwood, O'Shea, Owen
fromSpectrum series
0
Type: Book
The magic numbers of the professor
by Dudley, Underwood, O'Shea, Owen
fromSpectrum series
0
Type: Book
Discloses a variety of details about numbers like the year 1776 and discusses prime numbers and number patterns, and exposes revelatory properties of numbers. Also provides games and gambling with dice and playing cards along with mathematical puzzles.
Language and Culture in Mathematical Cognition, Fourth Edition focuses on the role of linguistic and cultural factors in math cognition and development. It covers a wide range of topics, including analogical mapping in numerical development, arithmetic fact retrieval in the bili…
Gallery of the Infinite is a mathematician's unique view of the infinitely many sizes of infinity. Written in a playful yet informative style, it introduces important concepts from set theory (including the Cantor Diagonalization Method and the Cantor-Bernstein Theorem) using co…
Gallery of the Infinite is a mathematician's unique view of the infinitely many sizes of infinity. Written in a playful yet informative style, it introduces important concepts from set theory (including the Cantor Diagonalization Method and the Cantor-Bernstein Theorem) using co…
Gallery of the Infinite is a mathematician's unique view of the infinitely many sizes of infinity. Written in a playful yet informative style, it introduces important concepts from set theory (including the Cantor Diagonalization Method and the Cantor-Bernstein Theorem) using co…
Gallery of the Infinite is a mathematician's unique view of the infinitely many sizes of infinity. Written in a playful yet informative style, it introduces important concepts from set theory (including the Cantor Diagonalization Method and the Cantor-Bernstein Theorem) using co…
The Gallery of the Infinite is a mathematician's unique view of the infinitely many sizes of infinity. Written in a playful yet informative style, it introduces important concepts from set theory (including the Cantor Diagonalization Method and the Cantor-Bernstein Theorem) usin…
