A single salesperson serves customers. For this salesperson, the discrete distribution for the time to serve one customer is as in Service table below). The discrete distribution for the time between customer arrivals is (as in the arrival time table below). Use the random numbers for simulation for the Interarrival supplied un the simulation table below). The random numbers for simulation service time are given in simulation table below: P00 Arrival Time (in Minutes) 1 0.01 all 0.42 b= 0.27 9 0.3 Customer Arrival Random Numberinterarrival Time Arrival Time Service Time Start Service Random NumberService Time Completion Time Waiting Time Time spent in System 7 0.67 3.57 3.57 1 0.19 5.43 9 0.76 10.57 13.22 0.47 4.35 13.35 2 5 7 0.81 3 0.45 The utilization Rate is:

A single salesperson serves customers. For this salesperson, the discrete distribution for the time to serve one customer is as in Service table below). The discrete distribution for the time between customer arrivals is (as in the arrival time table below). Use the random numbers for simulation for the Interarrival supplied un the simulation table below). The random numbers for simulation service time are given in simulation table below: P00 Arrival Time (in Minutes) 1 0.01 all 0.42 b= 0.27 9 0.3 Customer Arrival Random Numberinterarrival Time Arrival Time Service Time Start Service Random NumberService Time Completion Time Waiting Time Time spent in System 7 0.67 3.57 3.57 1 0.19 5.43 9 0.76 10.57 13.22 0.47 4.35 13.35 2 5 7 0.81 3 0.45 The utilization Rate is:

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

What are steady state error and static error constant? give example What is the relationships between system type, steady state error and static error constant?
Please answer ASAP Given these graphs, estimate: a.) the storage time or delay time ts (in ns) b.) the fall time or rise time tr (in ns)
A 120VAC_RMS, 60Hz line is connected to a Triac which produces a RMS output of 89.431 volts. Determine the firing times (milliseconds). The first time corresponds to an angle between zero and 180 degrees. the second time between 180 degrees and 360 degrees. Also determine the corresponding firing angles (degrees). This is the function of a modern dimmer switch. Hint: calculation can be simplified by considering only the first half of the sine wave. ans:4
Which of the following error is caused by a reversal of measured property? a) Dead regionb) Noisec) Non-linearityd) Hysteresise) Tolerance
Q11. The power supply unit using IC7815 which dissipate the power through a resistor is 27.5mW. The value of load resistor is 2.1KO, then the input voltage to IC7815 is calculated as, a. 24.663V b. 25.663V C. 22.663V d. 26.663V
There is a linearity error in the following relationship: 10 8. 0. 0.0 0.5 1.0 1.5 2.0 Distance in (cm) True False Resistance (kohms) 2.
1. Why sub transient current magnitude is large compare to steady state current?
For a system if the value of peak overshoot is 26 %, then the value of damping ratio is .......
Discuss the effect of the value of K on the system in terms of Percentage overshoot, peak time, settling time, rise time and steady-state error and Use theory to determine the settling time and steady-state error for K = 15 and compare this result with that obtained from the simulation.
A power station has this daily load curve data (a) Draw the daily load curve. (b) Draw the load duration curve. (c) Calculate the load factor and average demand.
Given the following unit step response of a second order system, calculate the following values: 1. [ Amplitude 2.1. 3. 32 3 28 28 24 22 2 1.8 1.0 1.4 1.2 1 08 06 04 02 8 Step Response Time (seconds) 10 12 14 the rise time in seconds Tr 15 ] the overshoot in %. Mp. ..] the peak time in seconds Tp.
Describe the growth statistics associated with renewable energy resources.