The operation of a ruby laser:

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Chapter 21, Problem 26QAP

To determine

To describe:

The operation of a ruby laser:

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a If an M/M/1 queue in a server has task arrivals at a rate of 30 per second and serves at a rate of 50 per second, how many tasks are in the system (waiting and being served) on average? b In part (a), how many tasks are being served, on average? c What is the utilization of an M/M/1 queue in a server that has four tasks waiting on average?

Evaluate the average gate capacitance of, and power dissipated by, a processor with the following properties: • Gate oxide thickness = 1.4 nm• Gate length = 65 nm• Gate area = (65 nm)x(65 nm)• Permittivity of free space = 8.85 x 10e−12 Farads/m • Relative permittivity of SiO2 = 3.9 • Rail-to-rail voltage = 1.1 V• Clock frequency = 3.6 GHz• Switching probability = 1.0• Number of transistors per die = 1.3 x 10e9

5. Here is the divide-and-conquer pseudocode for the MCS, abbreviated - see the notes for the full version. function mcs (A,L,R) if L == R else return (A [L]) C = (L+R) // 2 Lmax = mcs (A,L,C) Rmax mcs (A,C+1,R) Smax straddle max of the (sub)list end end print (Lmax, Smax, Rmax) return (max ([Lmax, Rmax, Smax])) (a) If we call mcs([-1,4,-1,3,8,-2],0,5) what will the values be in the order they are [5 pts] printed? You may not need all the entries. (b) Explain why it is not possible, for any list at all, for the output to be: Solution: -1 3 4 4 16 10-3-12109 2 [10 pts]