Vocabulary/Migration
The Demographic Transition Model
Population
Rates
Odds and Ends
100

This is the scientific study of characteristics of population

Demography

100

The three things (data) that the demographic transition model shows.

Birth Rates, Death Rates, Population

100
The three "groups" of people that a population pyramid shows.
Kiddos, Economically Active, Oldies
100

The average number of children a woman will have in her lifetime.

Total Fertility Rate

100

China instituted this policy in hopes of controlling an out of control population.

One child policy

200

The largest number of people that the environment of a particular area can support

Carrying Capacity

200
The main characteristics of the third stage of the DTM. (There should be 3)
Declining Birth Rates, Declining Death Rates, Population growth begins to slow.
200
Concave sides on a population pyramid will tell you this about a country….
That there is a high death rate
200

The total number of deaths in a year for every 1000 people alive in a society

Crude death rate

200

Three of the top five most populated countries in the world.

China, India, United States, Indonesia, Brazil

300

A portion of earth's surface occupied permanently by human settlement.

Ecumene

300
The two revolutions that allowed for rapidly declining death rates in the 2nd stage of the DTM.
The Medical Revolution and the Industrial Revolution
300

Seen here... is a population pyramid of Scotland, which is in this stage of the demographic transition model.

Stage 3, (Low birth rates, low death rates, lower natural increase)

300

The total number if live births in a year for every 1000 people alive.

Crude Birth Rate

300

The ratio comparing those who are too young or too old to work compared to the economically active.

dependency ratio

400

This English economist that argued that population will increase geometrically rather than arithmetically.

Thomas Malthus

400

The two approaches to reducing birth rates in countries that will lead to stage 3 DTM conditions..

Education and Contraception

400

This population pyramid shows an anomaly, the reason for this strange structure is...

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

Large portions of people retire in this region of Florida

400

Having a high rate of this means there is a large portion of children younger than 1 dying due to illness, disease or hunger.

Infant mortality

400

In the Epidemiological Transition, this is the "stage of pestilence and famine"

Stage 1

500

Ravenstien's theory of migration included (name two)?

Males are more likely to migrate long-distance Families are less likely to migrate long distance Most are seeking work Alas! There are two more: Most migrants relocate a short distance and remain within the same country. Long-distance migrants to other countries head for major centers of economic activity.

500
Two countries that are currently in stage 4 of the DTM (Zero population growth or declining populations)
Germany, Japan, Denmark, Italy
500

What type of country would have a large span at the bottom and shrink drastically as it rises?

Stage 1 DTM/ Early Developing

500

If a country has a crude birth rate of 37 per 1000 and a death rate of 13 per thousand, what will their rate of natural increase be?

24 per thousand

500

Two of the four most populated regions in the world (Must be specific) where nearly 3/4 of the worlds population is located.

East Asia, South Asia, Europe, Southeast Asia