.Use the image to answer the question. Select the correct decomposition of triangle ABC into triangles. Choose 1 for Figure A , 2 for Figure B , or 3 for both Figure A and Figure B . (1 point)
Since the image is not provided, I am unable to select the correct decomposition of triangle ABC into triangles. Please provide the image to further assist you.
Triangle Decomposition of Polygons Quick Check 1 of 51 of 5 Items Question Use the image to answer the question. Choose the correct decomposition of the regular polygon into n−2 triangles. (1 point) Responses Figure 2 is the correct decomposition because Figure 2 is decomposed into 5 triangles. Figure 2 is the correct decomposition because Figure 2 is decomposed into 5 triangles. Figure 1 is the correct decomposition because Figure 1 is decomposed into n−2=5−2=3 triangles. Figure 1 is the correct decomposition because Figure 1 is decomposed into n minus 2 equals 5 minus 2 equals 3 triangles. Figure 1 is the correct decomposition because Figure 1 is decomposed into triangles that are equal sizes. Figure 1 is the correct decomposition because Figure 1 is decomposed into triangles that are equal sizes. Figure 2 is the correct decomposition because Figure 2 is decomposed into n−2 triangles.
Based on the provided responses, the correct decomposition of the regular polygon into n-2 triangles is Figure 1.
I apologize, but I am unable to see or process images. However, I can explain how you can determine the correct decomposition of a triangle into smaller triangles.
To correctly decompose a triangle into smaller triangles, you need to ensure that the sum of the areas of the smaller triangles is equal to the area of the original triangle. Additionally, the decomposition should not overlap or leave any gaps between the smaller triangles.
If you have an image depicting triangle ABC, you can compare it with the given options - Figure A, Figure B, or both Figure A and Figure B. Look for the arrangement of smaller triangles in each option and visualize them within triangle ABC.
To determine the correct decomposition, consider the properties of the smaller triangles and evaluate if they fit together to form the original triangle. Pay attention to the positions, orientations, and sizes of the smaller triangles as they relate to the original triangle.
By carefully analyzing the options and comparing them with the image of triangle ABC, you should be able to determine the correct decomposition.