The Slide Rule: A Forgotten Tool for Understanding Exponential Growth

The slide rule is an analog calculator that scientists, engineers, and students relied on until the 1970s. Unlike digital devices that spit out answers instantly, the slide rule requires you to physically slide scales, making mathematical relationships—especially exponential growth—visibly clear.

The Feynman Factor

Richard Feynman, the legendary physicist, loved the slide rule. For him, it wasn’t just about getting answers; it was about feeling the numbers. Sliding the scales gave him an intuitive sense of how numbers grow and interact—something digital tools often hide.

The Manhattan Project: A Twist of Irony

Yes, slide rules were key tools during the Manhattan Project. Scientists used them to perform complex calculations in nuclear physics and engineering, paving the way for the atomic bomb. The irony? The very tool that helps us understand the dangers of exponential growth today was once used to harness one of history’s most destructive forces.

Why It Still Matters

In today’s digital world, students often miss the process behind the numbers. This is risky when dealing with exponential growth, which underpins critical issues like:

  • Climate Change: Greenhouse gas emissions rise exponentially, pushing us toward tipping points beyond return.
  • Pandemics: Viruses spread exponentially—understanding this can mean the difference between containment and crisis.
  • Economic Collapse: Systems seem stable until they suddenly aren’t, thanks to exponential shifts hidden beneath the surface.

The Slide Rule’s Hidden Lesson

The real power of the slide rule? It makes you notice when small changes snowball into massive consequences. You can’t ignore the leaps—you see and feel them.

“The greatest shortcoming of the human race is our inability to understand the exponential function.” – Albert A. Bartlett

Unlike digital tools that hide the journey, the slide rule shows you exactly how you got there. And sometimes, that’s the most important lesson of all.