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Once this is produced, it is simply: M = E – N + 2 E is the number of edges of the graph, N is the number of nodes and Mis McCabe’s complexity. P = The number of connected components in graph G. Example: Properties of Cyclomatic complexity: Following are the properties of Cyclomatic complexity: V (G) is the maximum number of independent paths in the graph; V (G) >=1; G … Cyclomatic complexity metrics are an important indicator of your source code’s readability, maintainability, and portability. ExcelR has trained 6,000+ professionals on Data Science Courseacross the globe. Great post!heres another post on Cyclomatic Complexity in ISTQB : http://www.idyllic-software.com/blog/cyclomatic-complexity-in-istqb/. We deliver fast using next Day Delivery. Since computer programs can be represented as a graph, the cyclomatic number of the program's graph gives us a good candidate for how complex that piece of software is. 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