Concept explainers
a.
To run the simulation for the given values of PROB and record the results.
a.
Answer to Problem 1E
Explanation of Solution
Given:
Holding DUR, MAX and AST constant. PROB
Calculation:
The given BASIC simulation program is −
10 INPUT “Enter the Duration”: DUR
20INPUT “Enter the maximum length”: MAX
30 INPUT “Enter the probability”: PROB
40 INPUT “Enter the average service time”: AST
Since the PROB denotes the probability that customer will arrive at any given minutes, and it is
b.
To run the simulation for the given values of PROB and record the results.
b.
Answer to Problem 1E
Explanation of Solution
Given:
Holding DUR, MAX and AST constant. PROB
Calculation:
The given BASIC simulation program is −
10 INPUT “Enter the Duration”: DUR
20INPUT “Enter the maximum length”: MAX
30 INPUT “Enter the probability”: PROB
40 INPUT “Enter the average service time”: AST
Since the PROB denotes the probability that customer will arrive at any given minutes, and it is
c.
To run the simulation for the given values of PROB and record the results.
c.
Answer to Problem 1E
Explanation of Solution
Given:
Holding DUR, MAX and AST constant. PROB
Calculation:
The given BASIC simulation program is −
10 INPUT “Enter the Duration”: DUR
20INPUT “Enter the maximum length”: MAX
30 INPUT “Enter the probability”: PROB
40 INPUT “Enter the average service time”: AST
Since the PROB denotes the probability that customer will arrive at any given minutes, and it is
d.
To run the simulation for the given values of PROB and record the results.
d.
Answer to Problem 1E
Explanation of Solution
Given:
Holding DUR, MAX and AST constant. PROB
Calculation:
The given BASIC simulation program is −
10 INPUT “Enter the Duration”: DUR
20INPUT “Enter the maximum length”: MAX
30 INPUT “Enter the probability”: PROB
40 INPUT “Enter the average service time”: AST
Since the PROB denotes the probability that customer will arrive at any given minutes, and it is
e.
To run the simulation for the given values of PROB and record the results.
e.
Answer to Problem 1E
Explanation of Solution
Given:
Holding DUR, MAX and AST constant. PROB
Calculation:
The given BASIC simulation program is −
10 INPUT “Enter the Duration”: DUR
20INPUT “Enter the maximum length”: MAX
30 INPUT “Enter the probability”: PROB
40 INPUT “Enter the average service time”: AST
Since the PROB denotes the probability that customer will arrive at any given minutes, and it is
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Algebra and Trigonometry: Structure and Method, Book 2
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