Quantitative Method in Practice Break-even Point Flashcards

1
Q
  • It is a representation of a system or a phenomenon
  • These representations can be in the form of diagrams, maps, flowcharts, mathematical equations, graphs, computer simulations, or **physical replicas of the system. **
A

Model

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2
Q

Physical replicas (scalar representations) of real objects.

A

Iconic Models

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3
Q

physical in form, but do not physically resemble the object being modeled.

A

Analog / Schematic Models

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4
Q

represent real world problems through a system of mathematical formulas and expressions-based or key assumptions, estimates, or statistical analyses

A

Mathematical Models

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5
Q

allows you to precisely calculate an outcome, without the involvement of uncertainty or unpredictability or randomness.

A

Deterministic Model

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6
Q

It has all the data required to predict the outcome with certainty

A

Deterministic Model

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7
Q

It always provides the same output for a certain set of input variables.

A

Deterministic Model

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8
Q

(Stochastic model) refers to the property of having a random probability distribution that can be statistically analyzed but may not be predicted accurately.

A

Probabilistic model

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9
Q

It is the process of describing a real world problem in mathematical terms, usually in the form of equations, then using these equations both to help understand the original problem, also to discover new features about the problem.

A

Mathematical Modelling

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10
Q

It is an abstract representation of real-world systems using mathematical language and concepts.

A

Mathematical modelling

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11
Q

Advantages of Mathematical Model

allows us to develop accurate ideas and assumptions.

A

Precision

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12
Q

Advantages of Mathematical Model

it has clear and established rules.
Problem-solving: give us direction when trying to solve a

A

Conciseness

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13
Q

Advantages of Mathematical Model

——- and —– production

A

Quick and easy production

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14
Q

Advantages of Mathematical Model

simplify a more complex situation.

A

Simplification

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15
Q

Advantages of Mathematical Model

Improves our —— in the real world.

A

Improves our understanding in the real world.

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16
Q

Advantages of Mathematical Model

enable predictions to be made.

A

Predictions

17
Q

Advantages of Mathematical Model

considerations must be considered in selecting an appropriate model.

A

Cost / benefit

18
Q

Elements and Expression Use in Mathematical Model

a mathematical expression that describes the problem’s objective, such as maximizing profit or minimizing cost.

A

Objective Function

19
Q

a set of restrictions or limitation, such as production capacities.

A

Constraints

20
Q

The analyst attempts to identify the alternative that provides the “best” output for the model

A

Model solution

21
Q

The “best” output is the ——-

A

optimal solution

22
Q

Often accuracy of a model cannot be assessed until solutions are generated

A

Model Testing and Validation

23
Q

If inaccuracies are identified, take corrective action such as:

A
  • Collection of more accurate input data.
  • Modification of the model.
24
Q

Quantitative Analysis Process:

A
  1. Model Development
  2. Data Preparation
  3. Model Solution
  4. Report Generation
25
Q
A
26
Q
  • A managerial report, based on the results of the model, should be prepared
  • The report should be easily understood by the decision maker.
A

Report Generation

27
Q
  • Continue to monitor the contribution of the model
  • Secure as much user involvement as possible throughout the modeling process.
A

Implementation and Follow-up

28
Q
A