PROJECT VALUE : 10 dollars / need answers immidiately
How many nonisomorphic simple graphs are there with three vertices?
2 | |
4 | |
9 | |
11 |
How many subgraphs of at least one vertex doesW_{3}have?
12 | |
32 | |
64 | |
112 |
Solve this recurrence relations together with the initial conditions:
a_{n}=a_{n}- 1,n>0a_{0}= 5
a_{n}= 5 | |
a_{n}= 5 2^{n} | |
a_{n}= 5 (-2)^{n} | |
a_{n}= 1 5^{n} |
How many vertices and how many edges does the graphW_{5}have?
10 vertices and 10 edges | |
5 vertices and 5 edges | |
5 vertices and 10 edges | |
6 vertices and 10 edges |
Subject | Mathematics |
Due By (Pacific Time) | 10/21/2015 01:35 pm |
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