Min Spanning Tree (Prim/Kruskal)
Calculate Min Spanning Tree (Prim/Kruskal) instantly with the exact formula and a worked example.
Min Spanning Tree (Prim/Kruskal)
Vertices V
Edges E
Algorithm steps ≈ E·log₂V
49,829
Kruskal E·log₂E
61400
Prim (binary heap) (V+E)·log₂V
59800
Prim (matrix) V²
1000000
Edges in spanning tree
999
Better choice
Kruskal or Prim with a heap
More about: Min Spanning Tree (Prim/Kruskal)
What it calculates
The “Min Spanning Tree (Prim/Kruskal)” calculator computes Algorithm steps ≈ E·log₂V from 2 parameters: vertices v, edges e.
Standard IT calculations for developers and sysadmins.
Example calculation
With parameters Vertices V = 1,000, Edges E = 5,000 the result is 49,829.
How to use
- Enter vertices v and edges e — each field above is adjustable with a slider.
- Algorithm steps ≈ E·log₂V is calculated automatically as you type.
- Check the worked example below to see the formula applied to real numbers.
- Copy the result or bookmark this calculator.
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FAQ
How is Min Spanning Tree (Prim/Kruskal) calculated?
The Min Spanning Tree (Prim/Kruskal) calculator computes Algorithm steps ≈ E·log₂V from vertices v, edges e. Enter your values above and the exact formula is applied instantly; a worked example with real numbers is shown below.
Is the Min Spanning Tree (Prim/Kruskal) calculator free?
Yes. It is completely free, needs no signup, runs entirely in your browser, and sends no data to any server.
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