1: Create and provide the dimensions for two similar figures of your choosing.
2: What is the similarity ratio of these figures along with the ratio of their surface area and volume?
3: Show your work, either using the actual volumes or using the formula, that the volume ratio is true.
this is what i have:
1: i choose two rectangular prisms. The original dimension are 5x4x10. The new dimensions are 25x16x100.
2: The similarity ratio of theses figures is the new dimensions are the originals squared. The figures are similar and have the same scale factor corresponding sides proportional

Question

1: Create and provide the dimensions for two similar figures of your choosing. 
2: What is the similarity ratio of these figures along with the ratio of their surface area and volume?
3: Show your work, either using the actual volumes or using the formula, that the volume ratio is true. 
this is what i have:
1: i choose two rectangular prisms. The original dimension are 5x4x10. The new dimensions are 25x16x100.
2: The similarity ratio of theses figures is the new dimensions are the originals squared. The figures are similar and have the same scale factor corresponding sides proportional

anonymous · Answer

I need help figure out how to write part 3

anonymous · Answer

Triangular prism has a volume of V=1/2  bhl. If we reduce each dimension by half, then V new =1/2  b/2  h/2  l/2  = 1/16  bhl. Is this what you mean?