In this section we discussed the group of symmetries of an equilateral triangle and of a square.
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In this section we discussed the group of symmetries of an equilateral triangle and of a square. Give a group that we have discussed in the text that is isomorphic to the group of symmetries of the indicated figure. You may want to label some special points on the figure, write some permutations corresponding to symmetries, and compute some products of permutations.
The figure in Fig. 8.21 (d)
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The only symmetries are those obtained by sliding ...View the full answer
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