As I wrote earlier, I have been reading Gamma: Exploring Euler's Constant, by Julian Havil, which begins with a chapter about Napier and the invention of logarithms.
The historical motivation for logarithms is quite interesting. We think of addition, subtraction, multiplication, and division as elementary, while exponents and trigonometry are more advanced. In fact, the multiplication and division involved in the practical mathematics of c.1600, e.g. navigation and compound interest, was very time consuming. People were desperate to find a faster way.( Warning: Math content.... )And so the slide rule was invented. It just had two scales (C and D in standard terminology), but the underlying concept was established.
I wonder if I could make such a such a device and bring it to
colgaffneyis camp as the latest innovation in computing technology :-)>