APHUG 1.6 2

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Question-and-answer flashcards covering map scale, projections, and geographic models.

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15 Terms

1
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What does a linear map scale express?

The distance on the map surface in relation to actual ground distance.

2
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What does a ratio scale on a map show?

The mathematical relationship between a measured distance on the map and the corresponding real-world distance.

3
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A map with a ratio of 1 : 50,000 is considered what type of scale?

A large-scale map.

4
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A map with a ratio of 1 : 1,000,000 is considered what type of scale?

A small-scale map.

5
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Compared with small-scale maps, what two characteristics do large-scale maps typically have?

They cover a smaller area and provide higher detail.

6
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For what typical purposes are large-scale maps used?

Mapping cities, neighborhoods, or other small areas where detail is needed.

7
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For what typical purposes are small-scale maps used?

Mapping larger areas such as states, countries, or continents where broad coverage is desired.

8
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What are the two key concepts by which the accuracy of a map projection is judged?

Area preservation and shape preservation.

9
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What do equal-area projections preserve and what do they distort?

They preserve relative area but distort the actual shape of polygons.

10
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What do conformal projections preserve and what do they distort?

They preserve the shape of polygons but distort relative area from one part of the map to another.

11
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How do the Robinson and Goode’s homolosine projections achieve a more practical world map?

By balancing both area and shape, sacrificing a bit of each to create a visually practical representation of Earth’s surface.

12
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In geography, what is a model?

An abstract generalization of real-world geographies that share a common pattern.

13
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What do spatial models attempt to show?

The commonalities in spatial patterns among similar landscapes.

14
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What do urban models illustrate?

How different cities share similar spatial relationships and economic or social structures.

15
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What distinguishes demographic transition models from spatial models?

They are non-spatial; they use population data to model national-scale population growth without reference to geographic space.