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Solution: Parallel Courses III

Understand how to calculate the minimum time required to complete courses with given prerequisites and durations by applying topological sorting on a directed acyclic graph. Learn to model course dependencies, update completion times, and process nodes in order to find the optimal schedule.

Statement  

You are tasked with determining the minimum time required to complete a set of courses, given their prerequisite relationships and individual durations.

There are n courses labeled from 1 to n. The prerequisite relationships between these courses are provided as a 2D integer array relations, where each entry relations[j]=[prevCoursej,nextCoursej]\text{relations}[j] = [\text{prevCourse}_j, \text{nextCourse}_j] ...