CH.2 MODEL BUILDING AND GAINS FROM TRADE Flashcards

1
Q

An assertion that can be tested and validated; it describes “what is”.

A

Positive statement

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2
Q

An opinion that cannot be tested or validated; it describes “what ought to be”

A

Normative statement

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3
Q

The process in examining a change in one variable while holding everything else constant involves a concept known as?

A

Ceteris Paribus

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4
Q

The variables that can be controlled for in a model

A

Endogenous factors

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5
Q

The variables that cannot be controlled for in a model

A

Exogenous factors

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6
Q

A model that illustrates the combinations of outputs that a society can produce if all of its resources are being used efficiently.

A

Production possibilities frontier (PPF)

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7
Q

Law stating that the opportunity cost of producing a good rises as a society produces more of it.

A

Law of increasing opportunity cost

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8
Q

Process that enables a society to produce more output in the future.

A

Economic growth

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9
Q

Limiting one’s work to a particular area

A

Specialization

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10
Q

The ability of one producer to make more than another producer with the same quantity of resources

A

Absolute advantage

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11
Q

The period of time when consumers can make decisions that reflect their short-term wants, needs, or limitations and can partially adjust their behavior

A

Short run

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12
Q

The period of time when consumers make decisions that reflect their long-term wants, needs, or limitations and have time to fully adjust to market conditions

A

Long run

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13
Q

Good produced for present consumption

A

Consumer good

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14
Q

Goods that help produce other valuable goods or services in the future

A

Capital goods

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15
Q

The process of using resources to create or buy new capital

A

Investment

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16
Q

Which of the following types of graphs would be appropriate for data about a single variable?

A

Bar Graphs and Pie Charts

17
Q

Condition existing when one variable influences another

A

Causality

18
Q

Condition occurring when causation is incorrectly assigned among associated events

A

Reverse causation

19
Q

How do you calculate the slope?

A

Slope (m)=
(y2 - y1)
(x2 - x1)

20
Q

Calculate the slope of a line passing through point A at (2, 1) and point B at (4, 2). Calculate to one decimal place.

A

2-1 = 1
4-2 = 2
= 1/2 = .0.5