id: 02370715
dt: j
an: 2007f.00353
au: Shriki, Atara
ti: The areas problem.
so: Math. Spectr. 39, No. 1, 27-31 (2006).
py: 2006
pu: Applied Probability Trust (APT) c/o University of Sheffield, School of
Mathematics and Statistics (SoMaS), Sheffield
la: EN
cc: I50
ut: calculus; area
ci:
li:
ab: In his More Mathematical Morsels (MAA, Washington DC, 2001, pp. 114 - 118)
Ross Honsberger proposed an interesting calculus problem on areas for
the function $y=x^3$. The author gives a generalization of this problem
to functions $y=x^n$, with $n=2k+1$.
rv: Gerd Walther (Kiel)