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Does every possible minimal spanning tree of a given graph have an identical number of edges?
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What is the runtime complexity of Kruskal's algorithm for finding the minimum spanning tree of a graph?
The runtime complexity of Kruskal's algorithm is O(E log V), where E is the number of edges and V is the number of vertices in the graph.
What is the runtime complexity of the Prim's algorithm for finding the minimum spanning tree of a graph?
The runtime complexity of Prim's algorithm is O(V2) or O(E log V), where V is the number of vertices and E is the number of edges in the graph.
How many kids get killed from the internet?
170 children disapear as a result of the internet
Where is it possible to find an investors hub?
There are a number of places one can find an investors hub. They can be found on websites such as 'Investors Hub', 'Hub Group' and also on 'PennyStocks24'.
Is it possible to increase the number of available PCI slots on your?
If you wanted more slots im pretty sure you would have to install a new mother board with more PCI slots
Is it possible that two American Express Travellers cheques are completely identical including every number on them?
No.
What is a prime number with identical digits?
A prime number with identical digits is 11.
What is a minimal number of slides in a power point presentation?
There isn't a minimal number. You can have as many or as little as you want. But if your teacher says you "have to have a minimal number of 3" that means you have to have at least 3 slides.
A prime number with two identical digits?
The number 11 is prime and has two identical digits.
Is it possible for two different planes to contain the same line?
Yes, and in fact it is very likely that two planes will contain exactly one identical line. There are three possibilities:The planes are parallel, but not identical, in which case they contain no identical lines.The planes are not parallel, in which case they contain exactly one identical line.The planes are identical, and contain an infinite number of coplanar lines.
What is a number that has four identical even factors?
16 is a number that has four identical even factors.
What is the total number of spanning tree that can be drawn using five labeled vertices?
125 according to Cayley's formula for counting spanning trees. For a complete graph Kn, t(kn) = nn-2 where n is the number of vertices.
What is a prime number with two identical digits?
11 is the only prime number with identical digits. After 11 all numbers with identical digits can be divided by atleast 11 or 3.
How do you count spanning trees in a graph?
Cayleys formula states that for a complete graph on nvertices, the number of spanning trees is n^(n-2). For a complete bipartite graph we can use the formula p^q-1 q^p-1. for the number of spanning trees. A generalization of this for any graph is Kirchhoff's theorem or Kirchhoff's matrix tree theorem. This theorem looks at the Laplacian matrix of a graph. ( you may need to look up what that is with some examples). For graphs with a small number of edges and vertices, you can find all the spanning trees and this is often quicker. There are also algorithms such as depth-first and breadth-first for finding spanning trees.
Why isotopes of an element show identical chemical properties?
The number of electrons in isotopes is identical.
What 3 identical digit number divided by 9 has a remainder of 5?
There is none. Any number formed from 3 identical digits must have a digital root of 0, 3 or 6. These are, therefore, the only possible remainders when divided by 9. Note: The digital root of a number is the sum of all its digits. If the answer is greater than 9, repeat the process.
How many outcomes are there if you roll two six- sided number cubes?
There are 36 possible outcomes. But if the cubes are identical, then for every possible outcome, there's another one that looks just like it, so only 18 that you can identify.
