10. A customer who decides to wait in line at a fast food drive-through would experience which of the following service configurations? Cars McDonald's drive-through Cars in area Waiting cars & food Pick-up Pay A. Single channel, single phase B. Single channel, multi-phase C. Multi-channel, single phase D. Multi-channel, multi-phase
10. A customer who decides to wait in line at a fast food drive-through would experience which of the following service configurations? Cars McDonald's drive-through Cars in area Waiting cars & food Pick-up Pay A. Single channel, single phase B. Single channel, multi-phase C. Multi-channel, single phase D. Multi-channel, multi-phase
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...
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Question
Please assist with the attachment
![14. Which of the following is a property of a linear
programming problem?
A. There are no restrictions in allocating
10. A customer who decides to wait in line at a fast
food drive-through would experience which of
the following service configurations?
Cars
McDonald's drive-through
resources
Cars
in area
Waiting cars
& food
B. The objective function and constraints can
Pick-up
only be expressed in terms of equations
Pay
C. The optimum solution can only be a maximum
D. There must be alternative courses of action to
choose from in allocating time and resources
A. Single channel, single phase
B. Single channel, multi-phase
C. Multi-channel, single phase
D. Multi-channel, multi-phase
15. Which of the following is TRUE about a
minimization linear programming problem?
A. Most minimization problems are bounded
11. In a linear programming problem, which of the
following statements is TRUE?
A. Does not violate any of the constraint
B. An feasible solution does not violate any of
outwards
B. All minimization problems are bounded
outwards
C. Most minimization problems are bounded
the constraint
inwards
C. A linear programming problem with two
variables cannot be graphed
D. A slack variable is added to the > constrain
to convert it to an equation
D. The feasible region for all minimization
problems is the inward bounded region
16. The objective function in the linear
mathematical model:
12. Which of the following is NOT a step in the
graphical method of Linear Programming?
A. Draw the constraint boundary line for each
A. reflects the terms of the decision making
variables
B. represent the feasible levels of the activity
C. are symbols that restrict decision making
D. restrict the decision variables to zero or
functional constraint
B. Identify the feasible region
C. Find the optimal solution using a straight-
edge
D. Determination of the length of line segments
positive values
17. The non-negativity constraints in a linear
mathematical model:
A. restrict the decision variables to negative
13. What is the objective function of a linear
programming problem?
A. Linear relationship reflecting the objective
values
B. violates the constraints of the feasible
function
solution
C. restrict the decision variables to positive
B. Represent restrictions on decision making
C. Mathematical symbols representing level of
activity
D. Is a non-negativity constraint that restrict
the decision variable to zero
values
D. does not violate any of the objective
constraints](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1cb2edfb-9d78-4fce-b39c-d9a0d22d3df3%2F49141162-85c1-45dc-9009-dbf2d5f754c5%2Fpj8s522_processed.png&w=3840&q=75)
Transcribed Image Text:14. Which of the following is a property of a linear
programming problem?
A. There are no restrictions in allocating
10. A customer who decides to wait in line at a fast
food drive-through would experience which of
the following service configurations?
Cars
McDonald's drive-through
resources
Cars
in area
Waiting cars
& food
B. The objective function and constraints can
Pick-up
only be expressed in terms of equations
Pay
C. The optimum solution can only be a maximum
D. There must be alternative courses of action to
choose from in allocating time and resources
A. Single channel, single phase
B. Single channel, multi-phase
C. Multi-channel, single phase
D. Multi-channel, multi-phase
15. Which of the following is TRUE about a
minimization linear programming problem?
A. Most minimization problems are bounded
11. In a linear programming problem, which of the
following statements is TRUE?
A. Does not violate any of the constraint
B. An feasible solution does not violate any of
outwards
B. All minimization problems are bounded
outwards
C. Most minimization problems are bounded
the constraint
inwards
C. A linear programming problem with two
variables cannot be graphed
D. A slack variable is added to the > constrain
to convert it to an equation
D. The feasible region for all minimization
problems is the inward bounded region
16. The objective function in the linear
mathematical model:
12. Which of the following is NOT a step in the
graphical method of Linear Programming?
A. Draw the constraint boundary line for each
A. reflects the terms of the decision making
variables
B. represent the feasible levels of the activity
C. are symbols that restrict decision making
D. restrict the decision variables to zero or
functional constraint
B. Identify the feasible region
C. Find the optimal solution using a straight-
edge
D. Determination of the length of line segments
positive values
17. The non-negativity constraints in a linear
mathematical model:
A. restrict the decision variables to negative
13. What is the objective function of a linear
programming problem?
A. Linear relationship reflecting the objective
values
B. violates the constraints of the feasible
function
solution
C. restrict the decision variables to positive
B. Represent restrictions on decision making
C. Mathematical symbols representing level of
activity
D. Is a non-negativity constraint that restrict
the decision variable to zero
values
D. does not violate any of the objective
constraints
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