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This analysis involves the testing of two computer systems using three benchmark tests to determine which system delivers superior performance based on normalized ratios. Additionally, it examines a program's execution time across single and four parallel processors, applying Amdahl's Law to calculate the speedup and the fraction of parallelizable code. The findings will provide insights into the efficiency of parallel processing and the comparative performance of different computer architectures.
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Example (1) • Two computer systems have been tested using three benchmarks. Using the normalized ratio formula and the following tables below, find which computer system gives better performance than the other.
Example (2) • If the execution time of a program on a single processor is 2.4 ns and the execution time of the same program on a 4 parallel processors is 1.96 ns. Find the Speedup and the fraction f of code infinitely parallelizable with no scheduling overhead using Amdahl’s law.