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abaker93 abaker93
wrote...
Posts: 359
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6 years ago
In a fixed-cost model, each fixed cost is associated with a binary variable and a specification of the
 a. upper bound for the corresponding production variable.
  b. upper bound for each of the binary variable.
  c. integer constraints involving the corresponding production variables.
  d. objective function involving these binary variables only.

Q. 2

The sample mean is the point estimator of what population parameter?

Q. 3

A binary mixed-integer programming problem in which the binary variables represent whether an activity, such as a production run, is undertaken or not is known as the
 a. capital budgeting problem.
  b. share of choice problem.
  c. fixed-cost problem.
  d. covering problem.

Q. 4

Numerical characteristics of the population are called

Q. 5

In a production application involving a fixed setup cost and a variable cost, the use of ___________ makes including the setup cost possible in a production model.
 a. location variables
  b. noninteger constraints
  c. objective function coefficients
  d. binary variables

Q. 6

It is impossible to construct a sampling frame for an __________ population
 Fill in the blank(s) with correct word

Q. 7

__________ is a binary integer programming problem that involves choosing which possible projects or activities provide the best investment return.
 a. Capital budgeting problem b. Fixed-cost problem
  c. Market share optimization problem d. Location problem
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2 Replies

Related Topics

Replies
wrote...
6 years ago
Ans. #1

a
RATIONALE: In a fixed-cost model, each fixed cost is associated with a binary variable and a specification of upper bound for the corresponding production variable.

Ans. #2

u
RATIONALE: The sample mean estimates the population mean, u).

Ans. #3

c
RATIONALE: A binary mixed-integer programming problem in which the binary variables represent whether an activity, such as a production run, is undertaken or not is known as the fixed-cost problem.

Ans. #4

parameters.
RATIONALE: A parameter is a numerical characteristic of the population.

Ans. #5

d
RATIONALE: In a production application involving a fixed cost and a variable cost, the use of binary variables makes including the setup cost possible in a production model.

Ans. #6

infinite
RATIONALE: A sampling frame is a list of the elements from which the sample will be selected.

Ans. #7

a
RATIONALE: Capital budgeting problem is a binary integer programming problem that involves choosing which possible projects or activities provide the best investment return.
abaker93 Author
wrote...
6 years ago
So that's it? I get an expert answer then we move on with our lives? Not too bad Smiling Face with Open Mouth
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