As a member, you'll also get unlimited access to over 75,000 lessons in math, English, science, history, and more. Plus, get practice tests, quizzes, and personalized coaching to help you succeed.
Try it risk-freeAlready registered? Log in here for access
Chris has a master's degree in history and teaches at the University of Northern Colorado.
We need to figure out how many people are in our community. Why? Pick a reason! We've got potholes to fix, and we need to know how many taxpayers there are. We're going to have to pay for public schools, and we need to predict the number of children. We've got to stock health clinics, post offices, and government offices with enough people and supplies to meet the public's needs.
I mean, what if we run out of marriage licenses or bandages or stamps or cafeteria lunches? We'd have an uprising on our hands! So we need to know a lot of information about this community, and for that we turn to demographics, the statistical analysis of a population. And then we can get to work fixing all those problems.
Demographics can tell us a lot of information, but counting every single member of the population takes a lot of work. Really, the government only does this once every ten years with the national census, the most thorough demographical record of a nation. This counts as much as it can, but in between those ten years, it's still important to know how many people you're dealing with.
So rather than re-count every person every year, we simply turn to the demographic balancing equation which calculates population change from year to year. The equation itself is actually pretty simple: total population +/- natural increase +/- net migration = balanced population. See, simple - except that there are a few terms in here that we probably should define!
One of the things we need to know in order to calculate the demographic balancing equation is natural increase, or the population change from births and deaths. Calculating this is pretty easy - just subtract the number of deaths from number of births; that's how much your population increased or decreased from natural causes.
We can get this information without having to ask every person if they've had any births or deaths in the family because these are vital statistics, those statistics that only need to be recorded once through legal documents like birth and death certificates. Those are already on record, so getting that information is a lot easier that conducting a census. So are we ready to calculate the demographic balancing equation? Well, hold your horses, 'cause there's still one more term to figure out.
As anyone living in the United States should realize, people enter this country in more ways than just birth and leave in other ways besides death. After all, what kind of melting pot would we be without all the world's peoples? Net migration counts the total number of immigrants who enter an area and emigrants who leave. So the formula is just immigrants minus emigrants, and there's your population change from unnatural causes. Not unnatural; immigration isn't unnatural, non-natural causes. There we go! And now, we are ready to calculate that equation.
All right, so let's see that equation again: total population +/- natural increase +/- net migration = balanced population. Now that we know what those terms mean, we can also expand it to look like this: total population + (births - deaths) + (immigrants - emigrants) = balanced population. Pretty cool, right? Now, technically, this equation can be used on almost any scale, from a small town to an entire hemisphere. But we can't use it to balance the world population because there are no emigrants or immigrants leaving or entering Earth. At least, I don't think so. Anyway, to balance the world population, you just adjust for natural increase. That's it!
All right, are you ready to balance the population of our fictional internet town so we can provide enough fictional internet bandages and fictional internet stamps to our people? Let's say we started with a population of 10,250: 24 people died, 103 were born, 130 emigrated, and 172 immigrated. Now, where's that put us? Just plug the numbers in, and, let's see, carry the one, uh-huh, uh-huh, there we go - our balanced population is 10,371. Wow, we're going to need a lot of stamps. All right, let's get on that! We've got our demographics balanced, and now it's time to start fixing all those problems.
The demographic balancing equation is a formula for determining total population change from year to year. The formula itself is pretty basic: total population +/- natural increase +/- net migration = balanced population. That's it! Natural increase is the number of births minus the number of deaths, and net migration is simply the number of immigrants minus the number of emigrants. If we want to, we can expand the formula to show these definitions, which makes it total population + (births - deaths) + (immigrants - emigrants) = balanced population. And with that, we've balanced our population, and we know how many people are currently in our community. And we'll be sure to have bandages and stamps for each of them.
 |
As you gain knowledge about the demographic balancing equation, you'll increase your ability to utilize the demographic balancing equation to determine the total population change of a given area from year to year.
To unlock this lesson you must be a Study.com Member.
Create your account
Already a member? Log In
BackAlready registered? Log in here for access
Did you know… We have over 200 college courses that prepare you to earn credit by exam that is accepted by over 1,500 colleges and universities. You can test out of the first two years of college and save thousands off your degree. Anyone can earn credit-by-exam regardless of age or education level.
To learn more, visit our Earning Credit Page
Not sure what college you want to attend yet? Study.com has thousands of articles about every imaginable degree, area of study and career path that can help you find the school that's right for you.
Back To Course
Sociology 104: World Population8 chapters | 88 lessons
{{courseNav.course.topics.length}} chapters | {{courseNav.course.mDynamicIntFields.lessonCount}} lessons | {{course.flashcardSetCount}} flashcard set{{course.flashcardSetCoun > 1 ? 's' : ''}}
Next Lesson
| 30 day money back guarantee | |||
|
Starting Original Price |
/yr | /mo | |
| Just Just | /day | ||
| Discount For months |
- % - | / | |
| Referral Credit | - | ||
|
Price after trial Starting Price starting today |
/ | ||
| Referral Credit |
- | ||
| Price starting today | / | ||
| Just Just | Just Just | /day | |
| Save % off monthly plan | /mo | ||
| Just | /mo | ||
| Price | /yr | ||
Your Cart is Empty. Please Choose a Product.
Watch 5 minute video clips, get step by step explanations, take practice quizzes and tests to master any topic.
Study.com has a library of 350,000 question and answers for covering your toughest textbook problems
I love the way expert tutors clearly explains the answers to my homework questions. Keep up the good work!
- Maritess, College StudentStudy.com video lessons have helped over 30 million students.
"I learned more in 10 minutes than 1 month of chemistry classes"
- Ashlee P.
"I learned more in 10 minutes than 1 month of chemistry classes"
- Ashlee P.
"I aced the CLEP exam and earned 3 college credits!"
- Clair S.
Over 65 million users have prepared for {{displayNameByProductKey[registrationData.product || testPrepCocoon]}} and other exams on Study.com
"The videos have changed the way I teach! The videos on Study.com accomplish in 5 minutes what would take me an entire class."
- Chris F.
Over 65 million users have prepared for {{displayNameByProductKey[registrationData.product || testPrepCocoon]}} and other exams on Study.com
Over 65 million users have prepared for {{displayNameByProductKey[registrationData.product || testPrepCocoon]}} and other exams on Study.com
