How does one cut a triangle?

Soifer, Alexander.

How does one cut a triangle? Alexander Soifer ; forewords by Philip L. Engel ... [et al.]. - 2nd ed. - New York ; London : Springer, c2009. - xxx, 174 p. : ill. ; 24 cm.

Originally published: Colorado Springs, Colo.: Centre for Excellence in Mathematical Education, 1990.

Includes bibliographical references (p. 167-170) and index.

9780387746500

2009933090

GBA858982 bnb 07,N43,0547 dnb

014595725 Uk


Combinatorial geometry.
Triangle.
Dreiecksgeometrie.

QA167 / .S65 2009

516.13 / SOI-H
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