am will be on SLACK and on SAKAI. (1) I have medallion in the form of a central square with four protruding triangles, one on each side of the square. (See Figure 1.) I have 6 colors and I want to assign a color to each of the central square and the four triangles. (In each particular coloring, I get to use at most 5 of the 6 colors. I could even just use one color for the whole medallion.) In how many different ways can I color the medallion. Two colorings are considered the same, if I can rotate the one coloring to get another (the backside is not colored and so you cannot flip one medallion to get another). Give an actual number as your answer. FIGURE 1. To color the central square and the four triangles of the medallion.
am will be on SLACK and on SAKAI. (1) I have medallion in the form of a central square with four protruding triangles, one on each side of the square. (See Figure 1.) I have 6 colors and I want to assign a color to each of the central square and the four triangles. (In each particular coloring, I get to use at most 5 of the 6 colors. I could even just use one color for the whole medallion.) In how many different ways can I color the medallion. Two colorings are considered the same, if I can rotate the one coloring to get another (the backside is not colored and so you cannot flip one medallion to get another). Give an actual number as your answer. FIGURE 1. To color the central square and the four triangles of the medallion.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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