id: 06184944
dt: a
an: 2013d.00298
au: Kopka, Jan; Feissner, George
ti: Number triangles: a topic for school investigation.
so: Billich, Martin (ed.), Mathematica IV. Proceedings of the
Polish-Czech-Slovak mathematical conference, Catholic University
Ružomberok, Spišská Kapitula, Slovakia, June 5‒8, 2012.
Ružomberok: Verbum, Catholic University in Ružomberok Press (ISBN
978-80-8084-954-2/pbk). Scientific Issues, 91-98 (2012).
py: 2012
pu: Ružomberok: Verbum, Catholic University in Ružomberok Press
la: EN
cc: D50 F30 F60
ut: investigation; square grid; triangular grid; cubic grid; Fibonacci numbers;
Tribonacci numbers
ci:
li: http://math.ku.sk/data/konferenciasub/CPSMC2012/Mathematica_IV_print_2012.pdf
ab: Summary: Solve the following problem: Consider a square grid on which a
path can be tracen along horizontal and vertical lines. How many
different routes are there from a given point $S$ to a point $F$? The
solution of this problem can lead to the famous Pascal’s triangle. In
this article, we want to show how to obtain other interesting number
triangles.
rv: