There are only 12 such shapes that can be formed in the plane by joining five squares along their edges, and they are called pentominoes. Determine whether or not this pentomino will fold into an open-top box, so that each face of the box is one of the squares. If so, what number square will be the bottom of the box. 12 3 5 4
There are only 12 such shapes that can be formed in the plane by joining five squares along their edges, and they are called pentominoes. Determine whether or not this pentomino will fold into an open-top box, so that each face of the box is one of the squares. If so, what number square will be the bottom of the box. 12 3 5 4
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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
Transcribed Image Text:There are only 12 such shapes that can be formed in the plane by joining five squares along their edges,
and they are called pentominoes. Determine whether or not this pentomino will fold into an open-top
box, so that each face of the box is one of the squares. If so, what number square will be the bottom of
the box.
12
3
5 4
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