Demographers.
How do you interpret the slope and y intercept in a real world case?
Population measurement,how many countries, and how many states/cities
brass
Well it depends on what your teacher or your book says it is. You see yx and z are all letters called variables. Any letter can be a variable. The letter can equal any amount. It'll will be of course what your book or teacher says it'll be. Example: if y=3 then 7+y=3 y does not always have to be 3. it can be any number in the world. There is no permanent number for a variable. Example: if y=18 then y+2=20 You see a variable (which is any letter in the alphabet) can be equal to any number in the world.
Demographers study populations and their characteristics, such as birth rates, death rates, and migration trends. They analyze data to understand population dynamics, forecast future trends, and provide insights for social and economic policy-making. Demographers also research topics like aging, fertility, and urbanization.
Demographers figure out population growth by comparing birth rates and death rates.
Demographers study characteristics such as population size, age structure, birth and death rates, migration patterns, fertility rates, and population density. These characteristics help demographers understand population dynamics and trends over time.
demographers determined growth rate of a country and for this we can developed the situation of a country and understand the status of the country with human being.
These folks are called demographers.
Demographers.
Demographers find it difficult to make predictions about populations.
censuses
Demographers study populations of the world. How groups of people share certain chracteristics like age or race
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Predicting a country's population is challenging due to factors like birth rates, death rates, migration patterns, and unforeseen events. Demographers rely on complex models that may not account for all variables accurately, leading to uncertainty in their predictions. Additionally, social, economic, and political changes can greatly influence population trends, making long-term forecasts less reliable.
to explain immigration