Question

Prove that a simple outerplane graph of order n has at most 2n-3 edges.

Prove that a simple outerplane graph of order n has at most 2n-3 edges.

Math   Advanced-Math   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Prove that every graph of order 6 with chromatic number 3 has at most 12 edges
Prove that every graph of order 6 with chromatic number 3 has at most 12 edges
Prove that a bipartite simple graph with n vertices must have at most n2/4 edges. (Here’s...
Prove that a bipartite simple graph with n vertices must have at most n2/4 edges. (Here’s a hint. A bipartite graph would have to be contained in Kx,n−x, for some x.)
Prove that a simple graph with p vertices and q edges is complete (has all possible...
Prove that a simple graph with p vertices and q edges is complete (has all possible edges) if and only if q=p(p-1)/2. please prove it step by step. thanks
Let G be a connected simple graph with n vertices and m edges. Prove that G...
Let G be a connected simple graph with n vertices and m edges. Prove that G contains at least m−n+ 1 different subgraphs which are polygons (=circuits). Note: Different polygons can have edges in common. For instance, a square with a diagonal edge has three different polygons (the square and two different triangles) even though every pair of polygons have at least one edge in common.
Prove that if a graph has 1000 vertices and 4000 edges then it must have a...
Prove that if a graph has 1000 vertices and 4000 edges then it must have a cycle of length at most 20.
Consider the complete bipartite graph Kn,n with 2n vertices. Let kn be the number of edges...
Consider the complete bipartite graph Kn,n with 2n vertices. Let kn be the number of edges in Kn,n. Draw K1,1, K2,2 and K3,3 and determine k1, k2, k3. Give a recurrence relation for kn and solve it using an initial value.
Discrete Math: What is the maximum number of edges on a simple disconnected graph with n...
Discrete Math: What is the maximum number of edges on a simple disconnected graph with n vertices. Justify your answer. Please write clearly and do not skip steps. Thank you
Prove that if n ≥ 2, then n! < S(2n, n) < (2n)! S(2n,n) is referencing...
Prove that if n ≥ 2, then n! < S(2n, n) < (2n)! S(2n,n) is referencing to Stirling Numbers
prove that n^3+2n=0(mod3) for all integers n.
prove that n^3+2n=0(mod3) for all integers n.
A simple undirected graph consists of n vertices in a single component. What is the maximum...
A simple undirected graph consists of n vertices in a single component. What is the maximum possible number of edges it could have? What is the minimum possible number of edges it could have? Prove that your answers are correct
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT