Salesforce Marketing Cloud Software Developer Mock Interview
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Question 2 of 19
How do you find the starting node of a cycle if a link contains a cycle?
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William Swansen has worked in the employment assistance realm since 2007. He is an author, job search strategist, and career advisor who helps individuals worldwide and in various professions to find their ideal careers.
Let's say for arguments sake that two cyclists (no pun intended) are pointed at the beginning of the starting line with their cycles. For clarification purposes the two cyclists are the pointers. In this example, if we move cyclist 1 a step at a time, and the second cyclist 2 steps at a time, they would eventually meet at a single point. What an interviewer wants to know is whether you can explain how you arrive at an answer, and the reasoning behind your findings. This is important because when you explain if a link contains a cycle, you need to back that up with a verbal or written (whiteboard) example. A common response might be the mention of let's say that a meeting point is 'P' steps away from the beginning of the cycle, and the 'cyclists' meet when cyclist 1 has taken a '7' total steps toward the point.
William Swansen has worked in the employment assistance realm since 2007. He is an author, job search strategist, and career advisor who helps individuals worldwide and in various professions to find their ideal careers.
"The way that I find a starting node of a cycle is I measure the length of 'R' and how far the distance is away from the cycle. That's a simple explanation. A more complex explanation I can illustrate is when cyclist 1 travels double the speed of cyclist 2, they both arrive at the same meeting point when time is constant. Since there are several examples I can give to make my point, I would like to share one more. The next pointer of each node that is traversed is made to point to this temporary node. This way we are using the next pointer of a node as a flag to indicate whether the node has been traversed or not. If I come across a node that points to null, then the loop doesn't exist. If I find that the code runs in O(n) time complexity and uses constant memory space, then that tells me that this needs to be researched further."
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