2 combinations 4 combinations 3 combinations Are there any other transformations that return the figure to its original position without repeating any of the operations above? Use the figure to the right to answer the questions below. Be sure to label each of the symmetries. How many lines of How many rotational symmetry does the figure symmetries does the figure contain? contain? _______________ _______________ List each permutation for the symmetries above, using the notation. List all of the combinations of symmetries that yields the original triangle using: 1 combination 2 combinations 3 combinations
2 combinations 3 combinations 4 combinations Are there any other transformations that return the figure to its original position without repeating any of the operations above? Use the figure to the right to answer the questions below. Be sure to label each of the symmetries. How many lines of symmetry does the figure contain? _______________ How many rotational symmetries does the figure contain? _______________ List each permutation for the symmetries above, using the notation. List all of the combinations of symmetries that yields the original triangle using: 1 combination 2 combinations 3 combinations