simlar polyhedron
You can find some of these solutions online. An example would be the volume of frustum or a similar problem.
In a polyhedron, there are edges, faces, and corners. The thing that is similar, or common, between the edges, faces, and corners are the vertices.
It is the cube of the ratio of lengths of their edges.
Both are using Optimal substructure , that is if an optimal solution to the problem contains optimal solutions to the sub-problems
You should try software vendors website and contact support or join vendors forums. There is a lot of people with similar problems and yo can find solution for your problem too.
you burch tree
they arent.
A tetrahedron is a geometric solid with four triangular faces, six edges, and four vertices. It is a type of polyhedron with triangular faces meeting at each vertex.
here you can devise your own tools toward the solution of the problem like in creative thinking. This is similar to informal reasoning wherein one uses his everyday reasoning to solve some problems
I had some similar problems some days ago but I couldn't solve it immediately. What is more only today I have found a not bad solution for this proposition, which would aid too.
I am not sure what this is?
All involve a fluid to be formed.