- #1
chaotixmonjuish
- 284
- 0
I'm having problems taking a stab at this question:
Find a formula for the number of edges in Kn. What happens to the ratio of edges to verticies as n increases?
Formula: n/2 * (n-1)
Ratio: this is the part I can't figure out. I assumed the ration is n/(n/2*(n-1))
Give a brief verbal argument that employs this rule of inference?
Find a necessary relationship between the number of edges and number of vertices's of a graph G if it can be represented on a Torus?
The last two parts have completely stumped me.
Find a formula for the number of edges in Kn. What happens to the ratio of edges to verticies as n increases?
Formula: n/2 * (n-1)
Ratio: this is the part I can't figure out. I assumed the ration is n/(n/2*(n-1))
Give a brief verbal argument that employs this rule of inference?
Find a necessary relationship between the number of edges and number of vertices's of a graph G if it can be represented on a Torus?
The last two parts have completely stumped me.