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Question: Suppose function evaluations are so costly in execution time that they dominate all other costs. Suppose that r = 10, p = 4, and that tasks 2 through 40 require 100 function evaluations each. Assume that task 1 requires 1000 function evaluations. Assume that each function evaluation requires 1 minute of processor node time. Estimate how long it will take both the statically scheduled and the pool-of-task scheduled methods to execute. What if the last task required 1000 function evaluations and the first 39 just 100 evaluations?
Binary search tree, and postorder and preorder traversal Determine the shortest path in Graph
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