(Amdahl's law question) Suppose you have a machine which executes a program consisting of 50% floating point multiply, 20% floating point divide, and the remaining 30% are from other instructions.
(a) Management wants the machine to run 4 times faster. You can make the divide run at most 3 times faster and the multiply run at most 8 times faster. Can you meet management's goal by making only one improvement, and which one?
(b) Dogbert has now taken over the company removing all the previous managers.
If you make both the multiply and divide improvements, what is the speed of the improved machine relative to the original machine?

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The Answer of (Amdahl's law question) Suppose you have a machine which executes a program consisting of 50% floating point multiply, 20% floating point divide, and the remaining 30% are from other instructions.
(a) Management wants the machine to run 4 times faster. You can make the divide run at most 3 times faster and the multiply run at most 8 times faster. Can you meet management's goal by making only one improvement, and which one?
(b) Dogbert has now taken over the company removing all the previous managers.
If you make both the multiply and divide improvements, what is the speed of the improved machine relative to the original machine?

(Amdahl's Law Question) Suppose You Have a Machine Which Executes