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Bible stories Quote by Michael Ben Zehabe

“About 4,400 years ago 8 people stepped off Noah’s ark. According to the United Nations Population Growth Statistics, the world’s population grows at about .47% per year. That is the growth rate for all civilizations who kept records. Suppose you put $8.00 in the bank 4,400 years ago and received…” quote by Michael Ben Zehabe
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““About 4,400 years ago 8 people stepped off Noah’s ark. According to the United Nations Population Growth Statistics, the world’s population grows at about .47% per year. That is the growth rate for all civilizations who kept records. Suppose you put $8.00 in the bank 4,400 years ago and received .47% a year. How much money would you have? What a coincidence! It would be about $7,000,000,000. That’s kind of odd, because 4,400 years ago 8 people stepped off the ark and now we have about 7,000,000,000 people on planet earth. God’s math works! Compound interest is something we teach to seventh-graders. You don’t have to be a professor to figure this out. A twelve-year-old can do the calculation. Ask any seventh-grader, the algebraic equation looks like this: A=P (1+r/n)t . . . where "A " is the ending amount (about 7,000,000,000 in this case), "P " is the beginning amount (8 in this case), "r " is the interest rate (.47% in this case), "n " is the number of compoundings a year (1 in this case), and "t " is the total number of years (4,400 in this case).””

Michael Ben Zehabe

About This Quote

Source Speech: Online video or podcast, date unknown

The quote illustrates how exponential growth, even at a tiny rate, can produce massive numbers over long periods, using biblical and population analogies to make the math relatable.

In simple terms: Small growth rates become huge over millennia.

Key Takeaway

Recognize power of compounding.

Themes

mathematics population faith education

Mood

curious inspired thoughtful

Type

educational analytical inspirational

When to use this quote

  • teaching middle school
  • public speaking
  • religious discussion
  • financial literacy

Key Concepts

exponential growth compound interest statistics

Questions to Reflect On

  • How does understanding compounding change your view of long‑term planning?
  • What other real‑world phenomena illustrate exponential growth?
A Different Perspective

The analogy may oversimplify complex demographic history and ignores variables like mortality and migration.

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