hiram studied the 6 solid figures.he sorted them into 2 group of 3 figures.the figures in each group belong together for certain reasons .try to figure out hiram sorting plan. explain why the figures go together.

is there a picture to go with it?

hiram studied the 6 solid figures.he sorted them into 2 group of 3 figures.the figures in each group belong together for certain reasons .try to figure out hiram sorting plan. explain why the figures go together.

i can not put the picture

Since we can't see the picture, we cannot help you.

I'm stuck too. I can't upload a picture but the image contains one of each shape: sphere, cone, cube, rectangle prism, pyramid.

the figures go together because of the bases

To figure out Hiram's sorting plan for the six solid figures, we need to analyze the similarities and differences among the figures and identify the reasons why they might belong together.

The six solid figures can be any combination of three-dimensional objects like cubes, spheres, cones, cylinders, pyramids, or prisms. Let's first list the six figures:

1. Figure A
2. Figure B
3. Figure C
4. Figure D
5. Figure E
6. Figure F

To find Hiram's sorting plan, we can start by comparing their basic characteristics such as the number of faces, edges, and vertices. Additionally, we can consider other properties like symmetry, the presence of curved surfaces, or any other unique features.

Let's start by dividing them into two groups:

Group 1:
1. Figure A
2. Figure B
3. Figure C

Group 2:
1. Figure D
2. Figure E
3. Figure F

Now, we need to determine why the figures within each group belong together.

For Group 1 (Figure A, B, and C), we can find common characteristics that might be Hiram's sorting plan. For instance, all three figures might have a rectangular base or share a specific number of faces, edges, or vertices. It is also possible that they have similar cross-sectional shapes or symmetrical properties. By analyzing these aspects, we can determine the specific reason why Hiram sorted them together.

Similarly, we need to examine the figures in Group 2 (Figure D, E, and F) to identify their shared characteristics. This could involve looking at the shape of the base, number of curved surfaces, or any other patterns that Hiram might have used for grouping them together.

Ultimately, to accurately determine Hiram's sorting plan, it would be helpful to have more information about the figures and any further clues or instructions provided by Hiram.