### Featured In

Simple, conservative arithmetic reveals clear mathematical logic for a young age of the earth.

Creationists are often asked, “How is it possible for the earth’s population to reach 6.5 billion people if the world is only about 6,000 years old and if there were just two humans in the beginning?” Here is what a little bit of simple arithmetic shows us.

## One Plus One Equals Billions

Let us start in the beginning with one male and one female. Now let us assume that they marry and have children and that their children marry and have children and so on. And let us assume that the population doubles every 150 years. Therefore, after 150 years there will be four people, after another 150 years there will be eight people, after another 150 years there will be sixteen people, and so on. It should be noted that this growth rate is actually very conservative. In reality, even with disease, famines, and natural disasters, the world population currently doubles every 40 years or so.1

After 32 doublings, which is only 4,800 years, the world population would have reached almost 8.6 billion. That’s 2 billion more than the current population of 6.5 billion people, which was recorded by the U.S. Census Bureau on March 1, 2006.2 This simple calculation shows that starting with Adam and Eve and assuming the conservative growth rate previously mentioned, the current population can be reached well within 6,000 years.

## Impact of the Flood

We know from the Bible, however, that around 2500 BC (4,500 years ago) the worldwide Flood reduced the world population to eight people.3 But if we assume that the population doubles every 150 years, we see, again, that starting with only Noah and his family in 2500 BC, 4,500 years is more than enough time for the present population to reach 6.5 billion.

From two people, created about 6,000 years ago, and then the eight people, preserved on the Ark about 4,500 years ago, the world’s population could easily have grown to the extent we now see it—over 6.5 billion.

Evolutionists are always telling us that humans have been around for hundreds of thousands of years. If we did assume that humans have been around for 50,000 years and if we were to use the calculations above, there would have been 332 doublings, and the world’s population would be a staggering figure—a one followed by 100 zeros; that is

10,000,000,000,000,000,000,000,000,000,000,
000,000,000,000,000,000,000,000,000,000,
000,000,000,000,000,000,000,000,000,000,
000,000,000.
This figure is truly unimaginable, for it is billons of times greater than the number of atoms that are in the entire universe! Such a calculation makes nonsense of the claim that humans have been on earth for tens of thousands of years.

Simple, conservative arithmetic reveals clear mathematical logic for a young age of the earth. From two people, created around 6,000 years ago, and then the eight people, preserved on the Ark about 4,500 years ago, the world’s population could have grown to the extent we now see it—over 6.5 billion.

With such a population clearly possible (and probable) in just a few thousand years, we could actually ask the question, “If humans were around millions of years ago, why is the population so small?” This is a question that evolution supporters must answer.

Dr. Monty White is now a young-earth creationist; however, as a young Christian, he believed in theistic evolution. Since 2000, he has been the CEO of Answers in Genesis—UK.

Help keep these daily articles coming. Support AiG.

## Risk-free trial issue!

If you decide you want to keep Answers coming, simply pay your invoice for just \$24 and receive four issues (a full year) more. If not, write “cancel” across the invoice and return it. The trial issue is yours to keep, regardless!

Please allow 4-6 weeks for delivery.
New subscribers only. No gift subscriptions.
Offer valid in U.S. only.

### Footnotes

1. www.census.gov/ipc/www/img/worldpop.gif Back
2. www.census.gov/ipc/www/popclockworld.html Back
3. White, A. J. Monty, How Old Is the Earth? Evangelical Press, p. 22, 1985. Back